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| + | {{DISPLAYTITLE: Flexibility Assessment Methods}} |
| The need for flexibility is impacting both planning and operational processes. In operations, this manifests itself in areas such as operating reserves, and scheduling practices that consider flexible resources. For example, new reserve products have been proposed in many regions to procure ramp capability in the real time and day ahead markets. In this document, the focus is more on how the need for flexibility interacts with planning processes that decide when to build or procure new resources, and/or develop new incentives such as a market product. Some of the considerations in that interaction relate to how those resources will be operated, and so one of the key considerations is how much operational detail needs to be included in planning models. The chapter highlights the areas of interaction between flexibility and existing planning functions and then summarizes work to date by EPRI and its members in the area, and puts this in the context of other ongoing efforts across the industry. | | The need for flexibility is impacting both planning and operational processes. In operations, this manifests itself in areas such as operating reserves, and scheduling practices that consider flexible resources. For example, new reserve products have been proposed in many regions to procure ramp capability in the real time and day ahead markets. In this document, the focus is more on how the need for flexibility interacts with planning processes that decide when to build or procure new resources, and/or develop new incentives such as a market product. Some of the considerations in that interaction relate to how those resources will be operated, and so one of the key considerations is how much operational detail needs to be included in planning models. The chapter highlights the areas of interaction between flexibility and existing planning functions and then summarizes work to date by EPRI and its members in the area, and puts this in the context of other ongoing efforts across the industry. |
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| Example of potential needs for Flexibility to manage Wind Power Ramping over different horizons | | Example of potential needs for Flexibility to manage Wind Power Ramping over different horizons |
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− | Solar PV has a number of potential explanatory variables. While output level could be used similar to wind, the underlying shape of solar can also allow for greater understanding of needs. This uses the concept of “Clear Sky Output”, which is what the expected output would be (neglecting temperature impacts) were the PV panels producing at maximum output, with no clouds. This underlying shape can then be examined to determine “Solar Power Index (SPI)”, the ratio of actual output to Clear Sky, as shown in Figure 3‑5. Data can then be binned, similar to the wind data. However, rather than binning for just one variable as with wind, it would be binned based on two variables. If each variable had 10 different levels, that would mean 10×10 = 100 bins of data. Thus selecting bins so that there is a sufficient amount of data in each would be important; for example, one may want to divide SPI into 10 bins, but clear sky ramp into only 5, to give 50 bins. This data can then be analyzed to determine, for a given percentile, what up and down ramping required would be in each bin. As SPI and clear sky ramp account for the underlying solar shape, this means only the deviations from this shape contribute to requirements. This can be useful in determining flexibility requirements to manage these unexpected (though partly forecastable) variations. However, one may still want to also examine the absolute changes in solar, as these will still need to be covered, even though they are known in advance. | + | Solar PV has a number of potential explanatory variables. While output level could be used similar to wind, the underlying shape of solar can also allow for greater understanding of needs. This us |
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− | <blockquote>[[File:./flex-assets/media/image16.png|397x322px]]
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− | </blockquote>
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− | Figure 3‑5<br />
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− | Concept of Clear Sky power, Solar Power Index (SPI) and Variability of Solar
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− | As described, one can end up with a number of different means to determine flexibility requirements. For example, for large changes in net load, it may be more straightforward to determine the overall net load variability, by time of day or year. This can be compared to available flexibility, as described later, to determine whether flexibility is sufficient. On the other hand, using specific wind, solar and load characteristics can give a more accurate representation of what the specific needs at a given time interval may be, particularly when examining these issues in operations or operational simulations. These can then be combined, assuming no correlation, using a geometric sum, which is the square root of sum of squares (it is not recommended to just add wind, solar and load together directly as this would overestimate requirements). The InFLEXion tool currently has capability to determine ramping requirements for each individual source (wind, solar, load) separately, or as a combined net load variability. Both are recommended to be examined, with the user determining flexibility needs based on individual components or combined net load based on their specific results and system.
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− | === Direction of ramping ===
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− | Flexibility can be assessed in both upwards and downwards direction. With increasing levels of wind and solar power, both are likely to be challenging. Upwards ramping will be important to ensure the system has enough capacity available to be dispatched to manage increases in net load. Downwards ramping will also be important, however, in order to ensure one can accommodate ramp ups of wind/solar and/or decreases in load. This will include the ability to generate at lower minimum stable levels, and may also include the system’s ability to increase demand or charge storage. In general, upwards ramping is typically considered more important, with a somewhat asymmetric risk. This is mainly due to the fact that, if needed, one can control wind and solar, either in terms of slowing down up ramps to lower downwards ramping rates, or curtailing output to increase the net load and allow generators to come generate at minimum stable level. On the other hand, insufficient upwards ramping may lead to shortage of operating reserves or load shedding, which is typically considered more critical. Thus, while one may want to focus more on upwards requirements, and set the requirements more tightly, it is likely desirable not to need to curtail or control wind and solar output too frequently. Thus, downwards ramping requirements may be set and examined, but a lack of downwards flexibility may be more of an economic than a reliability issue. Figure 3‑6 summarizes ramping directions.
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− | [[File:./flex-assets/media/image17.png|643x140px]]
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− | Figure 3‑6<br />
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− | Summary of Ramping Requirement Direction
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− | [[File:./flex-assets/media/image18.png|624x305px]]
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− | Figure 3‑7<br />
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− | Example Impact of Different Solar Penetrations on Upwards and Downwards Ramping
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− | Figure 3‑7 shows an example of ramping requirements versus time horizon. Each color line represents a different solar penetration scenario, with S2 being the highest, S5 the lowest and others being different medium penetration scenarios. The maximum variability for each time horizon from 15 minutes to 7 hours is shown. One can see that different behavior is seen as solar is added whether up or down ramping is examined. For upwards net load ramping, solar increases the net load up to approximately 3 hours at which time the medium penetration scenario sees a reduction in net load variability compared to load only. The high penetration scenario shows greater net load variability than load only up to between 5 and 6 hours. On the other hand, looking at downwards ramping shows solar always adding to net load variability. This shows that one may need to examine both separately to ensure the impact of wind and solar is understood; in this case, solar has more impact on long downwards ramps than long upwards ramps. The solutions for each also differ, in that wind or solar curtailment can be used for downwards ramping, whereas upwards ramping would need sufficient flexible capacity.
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− | === Absolute Ramping Requirements ===
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− | A final issue studied in InFLEXion, that provides useful insights into how much flexibility is required, is the absolute ramping, or ramp mileage of the system. In particular, this can help understand cycling behavior of the system, where resources may need to respond to variability more frequently and with greater magnitude. This can impact operations and maintenance and outage schedules, so understanding whether wind and solar increase cycling behavior can provide insights into potential impacts. For example, large ramps (or some percentile, which could be based on production level and/or time of day) may not be impacted significantly by wind and solar, but overall ramping needs could be important. By calculating the absolute variability, one can determine this. This was shown for different regions in the Introduction.
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− | The InFLEXion tool can calculate total ramping over the year, or on any given day, based on a particular time horizon. For example, if system net load moves up 100 MW in one hour, then down 50 MW in the next and up 50 MW in the third hour, that would count as 200 MW of absolute ramping, but only 100 MW of 3-hour upwards ramps, and zero MW of downwards ramps, based on methods described earlier. This concept is shown in Figure 3‑8 over a three-hour period, showing how upwards, downwards and absolute ramping are all calculated.
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− | [[File:./flex-assets/media/image19.png|613x390px]]
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− | Figure 3‑8<br />
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− | Ramping Magnitude Example Showing Upwards, Downwards and Absolute Ramping
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− | Figure 3‑9 shows an example for absolute ramping results. On a daily basis, it can be seen that June to September had far more load and net load ramping than the rest of the year, due to the underlying load profile variability. On the other hand, increased wind variability in November to February increased the overall net load ramping compared to load. Over one year, cumulative ramping increased by about 10%, whereas the very largest ramps did not increase as significantly (maybe 5%). Examining this figure allows for a greater understanding that, while large ramps may not increase, overall cycling behavior does. Mileage results were also shown in the first section for different regions in the world.
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− | [[File:./flex-assets/media/image20.png|630x307px]]
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− | Figure 3‑9<br />
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− | Daily Absolute Ramping (Left Axis) and Cumulative Annual Ramping (Right Axis) for wind, load and net load
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− | === Data used in calculating requirements ===
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− | When calculating requirements, the datasets used are an important starting point. A good dataset should have the following considerations. In most cases, the aim should be to maximize the use of existing data, however data may also need to be collected or created to help improve study accuracy. The important aspects related to data used are summarized in Figure 3‑10.
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− | [[File:./flex-assets/media/image21.png|591x171px]]
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− | Figure 3‑10<br />
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− | Summary of Important Aspects of Data Used in Studying Flexibility Requirements
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− | Below, we discuss the most important points for datasets, and the ideal datasets that could be used for these studies. There is likely tradeoff between different aspects (e.g. spatial granularity versus temporal granularity), so these should not be read as a minimum requirement. However, such data allows for fullest study of the requirements. Where data is not available, we discuss how this can be improved, and what that means for the analyses that can be performed. The next chapter discusses how this data should be used specific to production simulation studies; here we focus more on general considerations.
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− | ==== Spatial and Temporal Resolution ====
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− | This refers to the resolution used in the datasets. Higher spatial and temporal resolution is typically desired. Typically, this can be anywhere from 1-minute to 60-minute time resolution, and spatially can range from nodal representation to total system wind, solar and load. From a system requirements perspective, the most important aspect is to have a good representation of total flexibility needs, and as such system level data can be sufficient. However, one may also want to examine zonal or nodal requirements. More discussion is given in the next Chapter to data resolution for use in production cost models.
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− | ==== Data Sources ====
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− | One of the main aspects related to data sources is to ensure the same underlying weather data is used when developing wind, solar and load datasets. This will ensure that any weather dependent issues common across these different sources will be captured, which is particularly important in longer horizon ramps. There are some data sources for this. On a very basic level, temperature and other basic weather variables are available in many areas for long time periods of multiple decades. These can be used together with knowledge of the relationship between load, wind and solar and weather to develop datasets for these resources. However, they may not capture the actual irradiance, wind speed and other variables in sufficient detail to determine what the actual output would have been. As such, methods have been developed to take detailed meso-scale models of the local meteorology, together with conversion factors for weather to power (e.g. wind power-speed curves), and produce what the output of a given wind/solar plant would have been had one existed for that year. This can then be used with a load dataset, which may need to be adjusted to account for load growth and changes in underlying load shape. NREL has published such datasets for the US over several years’ worth of data.
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− | There is a trade-off between using such data, which provides for detailed understanding of a few years, and longer, less granular datasets. Using longer datasets can better capture the likelihood of large changes in weather across a long time span, but the specific issues related to local sites characteristics will not be captured. In any case, those studying flexibility issues are recommended to develop datasets for their systems. This can include a mix of longer datasets, simulated detailed output and historical actual data from existing wind and solar plants. Data collection processes should be put in place for flexibility studies, if none or little is available. This includes capturing data on actual output and load, at a suitable spatial scale (ideally nodally but even zonal is useful). It also includes capturing things like forecasted production in day and hour ahead, underlying weather data and whether wind and solar resources were out for maintenance or curtailed.
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− | Given how important underlying data is to the studies, spending time ensuring this data is accurate is important. Particularly for studying extreme cases such as 99<sup>th</sup> or 100<sup>th</sup> percentiles, a few bad data points can have a significant impact. Therefore, ensuring data is clean is important. If one has access to detailed, high resolution historical data, time synchronized between load, wind and solar, that is the best source to use. If less data is available, then one can still study the issues, but should be careful in interpreting results. For example, if 5-minute data is only available for existing plants, with hourly data available to estimate output of future plant locations, then one needs to be careful about interpolating hourly data to 5-minute data, without overestimating the impacts of variability. Similarly, if one only has regional data available, interpolating that to a more granular spatial scale may be challenging, and one would be recommended to only study the entire system, and develop more granular datasets instead. Finally, the length of the dataset can determine whether probabilistic type analysis can be used (for example, with 30+ years of weather data), or whether a finer deterministic approach is needed (for example if only 3 years of data is available).
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− | Longer datasets may encourage a less detailed study due to the need to have tractable computation times, with the idea that the lack of detail is somewhat covered by longer datasets. Shorter datasets need to consider the fact that not all potential issues may be covered in the data available, as wind, solar and load may vary significantly. Again, one can examine these issues if longer datasets are available, to determine how results vary if one or three years are used compared to decades. As EPRI continues to study this issue, then it is clear that longer datasets can be helpful. For initial studies, which may be more focused on how systems operate with increased wind and solar penetration at least three years is advised, though one may want to only study one year in detail, for example in a production cost model. If looking at resource adequacy related issues compared to operations, then ten-plus years would be better.
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− | Table 3‑1 provides an overview of the important aspects to consider when thinking about data needs. Suggested requirements are based on normal expectations as to the data available for studies, though higher resolution and longer datasets are always better.
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− | Table 3‑1<br />
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− | Data requirements summary for studies
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− | {|
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− | ! Data Requirement
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− | ! Explanation
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− | ! Suggested requirements
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− | | High Temporal Resolution
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− | | Higher temporal resolution ensures that flexibility needs and the associated studies will be adequately captured
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− | | 5-minute data preferred, 1 hour required
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− | | High Spatial Resolution
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− | | Wind and solar data should be based on specific locations; load may also be specific to a region
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− | | 10km or higher grid data (may be aggregated later), nodal resource characteristics
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− | | Time synchronized data
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− | | Wind, solar and load should all come from the same period of time
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− | | Synchronized data is required based on historical years
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− | | Sufficiently long dataset
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− | | Longer datasets provide a greater range to assess flexibility issues
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− | | Minimum 1 year, typical should be 3 years (even if 1 simulated), ideal is 25+ years
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− | | Forecast data included
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− | | Operational forecasts are needed to understand the impact of uncertainty
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− | | Day ahead, hour ahead and potentially 4 hour ahead based on latest forecasting performance, specific to the region studied
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− | |}
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− | === Other needs for flexibility ===
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− | While the flexibility requirements described above are those used to manage net load variability and uncertainty, which can be a larger challenge with increasing wind and solar penetration, there are existing flexibility requirements that should also be considered in analyzing system flexibility. These mainly include the reserves needed to manage specific events on the system, as well as those needed to recover from such events. As such, one should consider how to manage contingency and replacement reserves. Typically, one would not want to use these reserves when managing flexibility requirements.
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− | That being said, it may be necessary to determine whether, for example, these reserves could be used for 99<sup>th</sup> percentile events (or some other higher level), but not used to manage requirements that occur more frequently. In many studies on system reliability (e.g. in California), the use of such reserves to manage non-event variability and uncertainty is considered a violation that needs to be addressed. At the same time, it is important not to double-count reserve needs. For example, if a reserve is used to manage contingencies as well as more typical frequency deviations, as in some island systems, then completely separating is likely to be conservative. The main motivation should be to ensure that requirements cover the methods used in normal operations as closely as possible, and does not lead to a system that is assumed to often operate in emergency conditions.
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− | = <br />
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− | Guide to: Linking Flexibility Assessment to Production Simulation =
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− | As outlined in previous chapters, production cost modeling (or ‘production simulation’, used here to emphasize that it is not just costs that matter in these models) is a crucial part of the assessment of flexibility needs. While other methods are used for assessing flexibility (e.g. IEA GIVAR methodology and LBNL method, among others), the most common means to assess the impacts of the increased variability and uncertainty of wind and solar power is to use production simulation. In the EPRI methods, these are particularly important to assess the available flexibility (AFLEX) and deliverable flexibility (DFLEX) post-processed metrics, as shown in the flowchart in Chapter 2. These are also one of the more useful means to assess new flexibility resources such as demand response and energy storage, as well as the value of transmission and altered operating practices, among others.
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− | While most utilities/ISOs, as well as policy makers, consultancies, etc., run production simulation tools, they vary significantly from one tool to the next, as well as how individual tools are used. There has also been significant tool development recently, in the form of new tools and improvements to existing tools. This chapter lays out the important aspects related to production simulation tools. Starting with how production simulation fits into the flexibility assessment process, the various steps are described. These will link closely with the requirements laid out in the last chapter (as the tools should be able to reflect these requirements), as well as the assessment methods in the next chapter, which typically use the results from these tools (unless they use historical data).
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− | As shown in the flow chart in Chapter 2, production simulation tools should be used to simulate how power systems may operate in the future. The tools should reflect the need for flexibility, as well as other appropriate operational constraints. As such, it is important that the simulation tools used reflect operations related to variability and uncertainty as closely as possible, within realistic expectations for what the study in question is attempting to answer. For example, if looking out 10-15 years to examine certain policy questions, the level of accuracy for specific generator characteristics or load growth would not be expected to be as accurate as if one is studying 1 to 3 years out to examine flexibility needs specifically. Likewise, the latter study would need more detail than a study for the next 1-3 years that is more focused on other issues than flexibility needs. Depending on the purpose of the study, more or less detail will be used.
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− | A number of important modeling approaches have been identified in the past decade related to production cost modeling. These can be divided into input data, production simulation capabilities and sensitivities that can be run. Sensitivities can be further divided by both physical input data and institutional representation (i.e. how system operations are assumed in the model). Here the most important of these are discussed. Figure 4‑1 summarizes the information that will be discussed here.
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− | [[File:./flex-assets/media/image22.png|598x382px]]
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− | Figure 4‑1<br />
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− | Summary of Important Aspects of Production Cost Modeling as they Pertain to Flexibility
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− | == Input data for production simulations ==
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− | In terms of input data, in general it is expected that the more realistic the data, the more accurate the results obtained. However, certain aspects are crucial in order to get a greater understanding of flexibility needs. These include the items under the following headings.
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− | === Time Series Data – Spatial and Temporal Coverage and Resolution ===
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− | As described in the previous chapter, detailed time synchronized data, representing future conditions is required. Much of this subsection is similar to that section, though more focused on production simulation approaches. In the case of production simulation data, at least one year of data is required in order to understand how the issues change across seasons. Ideally, one would choose multiple years of data representing different system conditions, e.g. different hydro years, years with different wind/solar production, or years with different load shapes, if available. In some cases, such as with the SERVM tool, many years are chosen and modeled as a complete time series. Others, such as REFLEX choose Monte Carlo draws from a long historical period. Still other studies, such as most wind and solar integration studies, will choose one or three years’ worth of data. If historical data is not available, then the data needs to be synthesized, as is the case when examining future wind and solar plants not yet built. For certain tools, long datasets are needed, and so the specific tool used may be based on data availability as much as other factors.
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− | While longer time series should produce more accurate results, all else being equal, it is also important to consider what this means for computation time and the amount of results that are available to analyze. Additionally, long datasets for wind and solar power are not typically available without making significant simplifications. For example, many of the NREL-led renewable integration studies use detailed datasets where wind or solar plants are synthesized for specific locations using detailed meso-scale atmospheric modeling techniques, similar to those used in resource assessment for wind and solar plants. However, these are only available for a short number of years. On the other hand, longer datasets tend to be built off one or two explanatory variable at lower spatial and temporal resolutions.
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− | As high a temporal resolution as possible will allow short ramps to be studied in more detail as well as increasing the number of ramps for assessment, while more detailed spatial resolution ensures aspects such as the impact of the network and the correlation between ramps in different areas of the system can both be understood. As such, it is recommended that one use the highest spatial and temporal resolution possible (up to and including nodal spatial resolution and 5-minute or 1-minute temporal resolution). However, this needs to be weighed against the capabilities of the tool being used to do the studies, such that studies done on a more probabilistic basis may have less data, but can cover issues such as the changing patterns from year to year in a fuller manner. If using this data to perform resource adequacy assessment, it would be recommended that at least 3 years, and possibly as much as 35 or more years, be included in the analysis in order to be confident of the result. On the other hand, if day-to-day operations are the main focus (i.e. not a resource assessment but an operations study), then one year, or even shorter, of detailed data may be more suitable.
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− | In many cases, it is important to represent forecast error, or the uncertainty associated with output, on the relevant time scales. Forecasting technologies for wind speed, irradiance and other variables associated with renewables, as well as their translation to power output continue to improve. However, some form of error should be represented if possible. In many of the studies to date, typical state of the art forecasting performance at that time is used to synthesize potential forecast error for future systems. Without information about future improvements, this appears a valid approach, as it is the most conservative means to ensure flexibility is sufficient to cover forecast error. However, one should ensure that geographical smoothing of error is captured to some degree if at all possible. This would require simulating mesoscale models of the atmosphere to determine what the weather variable error would have been were a plant to be located in that area, as opposed to just scaling up error from a smaller subset of existing plants.
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− | For other time series beyond wind and solar data, one would take a similar approach. For load data, many years provided a more thorough look at resource adequacy related issues. However, the scaling methods used to represent load growth may need to be improved to represent that the shape as well as the size of the load is likely to change. In particular, energy efficiency measures should be considered, and other issues that may impact load shape such as increased electrification of the energy system, e.g. transport and heat energy provided by electricity in the form of electric vehicles and heat pumps. For hydro data, historical records are probably sufficiently accurate, though this should be tracked on a regular basis and the likelihood of different types of hydro years occurring well understood.
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− | Time series may also be developed based on the flexibility requirements described in the previous section. For example, based on historical analysis of net load ramping, a requirement conditional on time of day and/or production level of renewables may be developed for within hour ramping requirements. This can then be used as an input to the reserve requirements in the production cost model. If needed, multiple requirements could be used, covering different time horizons in both directions. One may also want to put a demand curve in place, where the cost of not meeting, for example the 99<sup>th</sup> percentile, is not as high as the 95<sup>th</sup> percentile.
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− | Another aspect to note is that all of the data should be representative of the system modeled. For example, if modeling tier one neighboring balancing authorities to represent interaction with those regions, then similar datasets are needed there. Similarly, if modeling day ahead uncertainty and hour ahead (or hours ahead) uncertainty, datasets would need to be available to accurately represent the information available there.
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− | === Resource Characteristics Data (Level 2) ===
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− | Another important input to production cost models is the characteristics of the resources simulated. In particular, for flexibility related studies, there are a number of key characteristics. These are also assessed in the Level 2 analysis in the EPRI framework, where overall characteristics are examined to provide insight into the flexibility of the fleet. Examples are given here of the type of analysis performed in Level 2, and the important of resource characteristics for production cost modeling also described. These are summarized in Figure 4‑2, and then described in detail.
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− | [[File:./flex-assets/media/image23.png|683x199px]]
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− | Figure 4‑2<br />
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− | Resource Characteristics Summary
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− | ==== Ramp rate ====
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− | Ramp rates, measured in MW/minute, are be very important, particularly for assessing shorter duration ramps. In many cases, older datasets do not have particularly accurate ramp rates, as they are used for hourly models. With higher temporal resolution available, it may be necessary to sanity check such datasets, to ensure ramping is realistic to the generation fleet.
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− | In the Level 2 analysis, one can also determine the ramp rate of resources; for example, this is shown in Figure 4‑3 for one system. As shown, a large number of resources have a ramp rate of less than 10% of installed capacity per minute. This is relatively typical, although other systems may see a different distribution. Clearly, when screening ramping needs, if ramp rates across the system are lower than the largest ramping needs, there would be a shortfall; however, this would not be expected, as just looking at total ramp rates should show significantly more available than the largest ramps; the real limits will come into play when system when dispatch of units is accounted for.
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− | [[File:./flex-assets/media/image24.png|624x312px]]
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− | Figure 4‑3<br />
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− | Ramp Rate of System Resources for example system
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− | For production cost modeling, it will also be important to understand how ramp rates of generators are modeled. For example, whether ramping constraints are included in reserve procurement, and whether a unit providing reserves is allowed to contribute their ramp to different reserve types. Some models (and ISO markets) do not explicitly include these in their optimization algorithms. Another issue could be whether ramping capability levels can be violated if needed, either as emergency ramp rates, or whether it allows ramp rates to be violated at a cost. Different production cost models have different approaches to this issue, and users should work with tool developers to better understand how ramp rate limits are modeled.
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− | ==== Start Up and Shut Down Time and Cost ====
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− | Start times, measured in minutes or hours to get to minimum stable level, are another important input to flexibility-related studies. Typically, start times can be divided into different categories, depending on how long a given resource has been offline. For example, many datasets have different start times depending on whether the unit is in a hot, warm or cold state, with transition times also defined between states. In other cases, one start time is assumed, depending on data available. There is also a fuel cost associated with startup that should be considered. If these are not adequately accounted for, a different set of resources may be started up and flexibility available may be lower or higher than would be seen in reality. Shutdown times are also important and will also have a cost associated with them. While most production cost models do not include the ability to model it, there may also be different shutdown times based on how quickly a unit is likely to start up again.
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− | For a screening analysis, startup time is an important indicator of how quickly generation resources can get online, and is likely to inform the time horizons studied. For example, if a large portion of resources can start in 4 hours, then it may be important to study ramps of 3-4 hours, before these resources can get online from an offline state. For example, Figure 4‑4 shows an example result from screening the resources on an example system. Here, the aim is to understand how much flexibility can come online over time assuming all resources are offline. Obviously, this is not a realistic scenario to real operations, where some resources would already be online, but can allow users to understand different time horizons and flexibility that may be available. For this example, at approximately 3 hours, there is a slowdown in the rate of change in increase, indicating three to six hour ramps may be important.
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− | [[File:./flex-assets/media/image25.png|672x322px]]
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− | Figure 4‑4<br />
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− | Example of Flexibility Available Assuming All Resources Are Offline at Stat of Period
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− | ==== Minimum Stable Level and Operating Range ====
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− | Modern production cost datasets need to include minimum stable levels as well as maximum output. Typically, this represents an output level that a plant is comfortable operating at, without causing significant increases in maintenance or costs (they typically can go lower, but only during emergency conditions). Generally, this is 40%-60% for large baseload generation, whereas some smaller peaking generators and nuclear plants have levels at 90% or higher. The difference between this level and maximum stable output provides operating range. Operating range can be an important determinant of flexibility available. Particularly over longer ramps such as three hours, having a sufficient operating range of online generation, together with the availability of offline quick start, will be crucial to having sufficient flexibility, often more so than actual ramp rates.
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− | | |
− | ==== Minimum up and down times ====
| |
− | | |
− | Up and down times should also be represented in production cost models, separately from startup times. These reflect the amount of time a unit needs to come offline before coming back on, or will stay online before it can be turned off. Occasionally, these are represented using the same hot/warm/cold nomenclature as described for startup times, though in most cases, these are static. Generally, production cost models should be able to consider both minimum up and down times and start and shutdown times separately. However, in the past some of these have been rolled into one number, to simplify solution time and modeling complexity. Here, it would be recommended that tools consider these characteristics. Post processing-based flexibility assessment methods can consider both separately also, where the amount of flexibility should be based on how long a generator has been on or offline, as well as the time to transition.
| |
− | | |
− | ==== Reserve Contribution Capability ====
| |
− | | |
− | Reserve capability is typically based on flexibility characteristics, such as ramp rate and spare headroom. For example, the amount a resource can contribute to spinning reserves depend on how much it can ramp up in 10 minutes from its current operating level, as well as any additional constraints imposed by the system operator. However, one may also want to add limitations as to how much it can contribute. In particular, this may be relevant for frequency regulation. This may depend on whether a generator has Automatic Generation Control (AGC) capabilities and whether they are qualified to provide the service. There may also be limits as to how much they can contribute, and costs of contribution.
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− | | |
− | ==== Combine Cycle Modeling ====
| |
− | | |
− | Combined Cycle Gas Turbines typically are flexible resource for power system operations. However, from a modeling perspective they can be complicated as they can have multiple modes of operation. Depending on the particular power plant, this may include one or more steam turbines linked with one or more gas turbines. Different configurations may then be possible, for example linking one gas turbine with one steam turbine has a different operation than two gas turbines linked with the same steam turbine. Many production cost models do have the capability to model this in detail, with different configurations resulting in different efficiencies, ramp capability, and operating range, among others. The transition time between configurations is also important, and there may be a minimum amount of time the one needs to stay in a given configuration. As such, if the production cost model is capable, and the data is available, then it will be important to model such details to properly understand how combined cycles provide flexibility. It is also important that these operations reflect how the combined cycle is modeled in reality. In many ISOs for example, the actual use of the combined cycles may be limited due to how it is represented in the market, although the scheduling models used continue to evolve and represent combined cycles more realistically. Specific recommendations for combined cycle modeling are outside the scope of these guidelines, but a general recommendation would be to model these as closely to how they are used in operations as possible.
| |
− | | |
− | ==== Other relevant generator parameters ====
| |
− | | |
− | As well as the main flexibility-related parameters described above, a number of other factors should be considered. The following, non-exhaustive, list describes some of the most important of these.
| |
− | | |
− | <ul>
| |
− | <li><p>'''Heat rate''' is important in determining the likely dispatch of the resources. As well as heat rate t maximum efficiency, the production cost tool should have capability to model multi-part heat rates, such that lower efficiencies at lower generation levels are represented. Piecewise linear heat rates, with a no load heat rate, is a typical way to represent this. Note that obtaining accurate data for these characteristics is often challenging.</p></li>
| |
− | <li><p>'''Emissions''' from the generator may be important in a system where overall emissions are relevant, either to meet a policy, or due to emissions costs/limits</p></li>
| |
− | <li><p>'''Energy limits''' are applied to generators such as hydro, storage and demand response, and may also apply for fossil generation in the case of limited amounts of gas on certain days, or limits in how many hours a given generator could be used. Modeling this ensures that any flexibility issues related to energy limits are represented.</p></li>
| |
− | <li><p>'''Derated states:''' the reduced power rating of generating components when there are being maintained, or when they have another technical constraint that reduces their operating rage. However, they are still capable of synchronizing and providing energy and reserve, although under a tighter rage.</p></li>
| |
− | <li><p>'''Storage characteristics''', beyond just energy limits, such as charging (or pumping in the case of pumped hydro storage), efficiency, charging/discharging rates (C-values for electrochemical devices), number of cycles (if limiting) and degradation characteristics should be included. Additionally, storage modeling needs to consider how storage is optimized (whether charging and generating is co-optimized fully together with generation or whether just generation is optimized, for example), how end of day effects are considered, and how storage can contribute to different services when in different states. Storage modeling is an extensive subject in itself, out of scope for this particular set of guidelines. However, users should ensure they are aware of the way storage is modeled so it is consistent with how it would be expected to be used as a flexibility resource.</p></li>
| |
− | <li><p>'''O&M costs''', and other cycling costs, may be incurred at a greater rate when a resource is being used in a flexible manner. Therefore, accurate information about O&M may need to be more than just per MWh, but may need to include costs of cycling in the model.</p></li>
| |
− | <li><p>'''Outage rates''' determine whether a resource may be available to provide flexibility when needed, so should be carefully considered. Ideally, modeling should include both planned and unplanned outages, and studies should consider covering multiple outage patterns to determine whether these can impact on flexibility availability sufficiently that it has an impact on results.</p></li>
| |
− | <li><p>'''Must Run''' requirements apply to certain generation, and should be included. This could be due to the generator being required in a given area to maintain operational reliability (due to voltage, short circuit strength, etc.) or may be due to a generator staying online to meet contractual or other economic-related requirements. Models should accurately represent those generators that are used as must run in operations. Determining the contractually based must run units should allow for more accurate representation of those that, due to bilateral contracts, must remain online, and so should result in more accurate results. Obtaining this data can be useful, but should be pursued if possible. Must run may also account for large scale generators at industrial sites that sometimes contribute to the system supply.</p></li>
| |
− | <li><p>'''Flexibility from neighboring systems:''' While not a system resource itself, it is also important to ensure that the capability of neighboring regions to supply flexibility to the system studied is accounted for. This may include limits on specific generators providing flexibility, or more likely, it shows up as a limit to how much intertie flow is allowed to deviate from schedules and intertie capacity. Often, interties can be flexible for longer look ahead periods, such as day ahead commitment, but need to be locked down when closer to real time. In some production cost datasets, each neighboring generator is modeled in as much detail as the generators in the system studied. In others, simplifications are made. This is an area where benchmarking, as discussed later, can play an important role in determining suitable level of detail. However, it may also depend on data available and the impact on run time. In any case, if later results show that significant amounts of flexibility could be obtained from neighbors, the assumptions about the flexibility of interties should be examined in more detail.</p>
| |
− | <ol>
| |
− | <li>== Production simulation modeling capabilities ==
| |
− | </li></ol>
| |
− | </li></ul>
| |
− | | |
− | As alluded to above, the capabilities of the production simulation tool used is important when assessing flexibility. While some tools may have more capability in one area than others, the likelihood is no one tool will cover everything, and thus tools should be chosen to cover those deemed most important to a given application. This typically involves trade-off of computational complexity versus simplicity, ease of use compared to more detailed research-type tools, the availability of datasets, and the frequency and level at which the tool is updated. Additionally, users may not be able to take advantage of all tool capability, depending on data, experience and other factors. The main takeaway is that users should be aware of strengths and limits of existing tools, and work with vendors to improve such that they are fit for the purpose intended. No one tool is perfect, and even were one to be close to perfect, it would still have to be setup and used in an appropriate fashion. A non-exhaustive list of key issues follows. Some are purely about tool capabilities, though most are a mix of specific capabilities that can be utilized and the need for users to implement specific approaches.
| |
− | | |
− | === Dispatch Interval ===
| |
− | | |
− | Dispatch intervals should ideally match the intervals used in actual operations. As such, 5-minute time resolution should be available if possible. Even if dispatching is done on a slower time resolution, then using 5-minute modeling can allow users to examine the benefits of moving to a shorter dispatch interval. As expected, being able to model to an even higher resolution can provide more insights into what happens on a minute-by-minute (or sub-minute) basis, but the model should then be setup so that dispatch is only done on the correct time interval, with the higher resolution being used to show how resources may be used to provide regulating reserves.
| |
− | | |
− | Typical state-of the art production simulation tools used today now have 5-minute dispatch intervals, and many tools are moving this way. Some research tools can also be used for modeling Automatic Generation Control (AGC) on a 4-second basis, though for much of the flexibility planning issues, this high resolution may be less important (it may be more important in island or very high penetration systems), and more research may be needed to ensure accuracy.
| |
− | | |
− | === Modeling of different decision cycles ===
| |
− | | |
− | The concept of cycles here refers to different decision making processes (and is not related to combined cycle generation). This includes, for example, a day ahead decision cycle, intra-day cycles, hour ahead and within hour cycles. Within each cycle, either both or one of commitment and economic dispatch decisions can be taken. Typically, with increased amounts of uncertainty associated with wind and solar, one may want to examine how decision making processes propagate throughout the day. In each cycle, the specific information available to an operator could be represented. For example, being able to model the day ahead process on an hourly basis based on a forecast available the day before operations, but then also modeling an hour ahead commitment process, short term commitment and real time dispatch would allow studies to accurately represent how generation resources are used.
| |
− | | |
− | At the very least, it would be recommended that 2-cycle modeling is performed, with day ahead and real time represented. This allows for representation of at least one layer of inter-cycle uncertainty. This process is used in many studies. In some cases, this involves modeling all of the day ahead decisions in an 8,760-hour simulation. This simulation is then used to examine real time decisions by taking commitment decisions from that simulation and inputting what really happened to examine dispatch. Quick start units, demand response and storage may also be used to adjust to errors.
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− | | |
− | However, with increased complexity possible in some tools today, this approach can be further developed by interleaving different processes. For example, a day ahead decision on commitment for one day may be fed into an hour ahead process where additional commitment decisions are made based on new information (updated forecasts and outages), and then real time dispatch is carried out. This three step process, being interleaved, more accurately reflects how the next day’s day ahead process is carried out, as more info become available on currently committed resources, energy in storage, and other resources. In other systems the specific cycles being modeled may vary.
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− | | |
− | With increasing complexity due to variable generation, and more options with demand side resources and storage, such modeling approaches may be needed to model future system operations in sufficient detail. As such, in the long term it is suggested that models move to this interleaved multi-cycle process that accurately reflects their operations; in the meantime, one should at least ensure that day ahead and real time are both modeled. As well as being able to accurately model operations for assessing physical flexibility issues, this approach also allows one to determine the implications of new operational processes, and examine how operational decisions impact on flexibility. For example, one can examine the benefit of improved day ahead forecasts on flexibility needs, or the benefit of moving to a more frequent short term commitment.
| |
− | | |
− | === Look Ahead Horizon ===
| |
− | | |
− | Related to the issue of multiple cycles and modeling operations in detail, look ahead horizon is also important. Look ahead is how much additional time is simulated beyond the time frame of interest. For example, in a day ahead commitment, one may simulate a decision being made at 1600 h on the day before the operating day, at hourly resolution. But in many systems, longer term commitment also should consider the following days as well in order to capture startup and shutdown of some generation resources. Similarly, while in an hour ahead process, decisions are only made for the hour in question, the forecasted conditions for future hours may impact on how generators are committed and dispatched. As this horizon will impact on system operations, careful consideration should be given to whether look ahead needs to be included.
| |
− | | |
− | Another aspect related to the time horizons studied is that models should, if possible, represent the time at which the decision is made, as opposed to just looking at the operating interval. For example, in many systems where an hour ahead commitment is carried out, that decision may actually be taken some time prior to the hour, e.g. making a decision at 1230 h for the 1300-1400 h operating hour (with some potential look ahead also included). This should be captured by modeling the information that would have been available at 1230 h, such as wind, solar and load forecasts, and outage state of generators. This allows the flexibility needed between a decision point and the actual dispatch to be represented.
| |
− | | |
− | === Reserve Requirements ===
| |
− | | |
− | In the past several years, the ability to model reserves more accurately has increased significantly. In operations, a number of different reserve categories are covered to manage both events and normal operations. This includes reserves for frequency regulation as well as spinning and non-spinning reserves and any other reserve requirements in each system. All have different time frames for activation and deployment, as well as different factors that drive procurement and release. Being able to accurately represent reserve procurement, including various hierarchies associated with carrying reserve is important. For example, if a resource provides one type of reserve, its ability to provide another may be impacted, and this should be included. Similarly, the penalties associated with reserve shortfalls need to be accurately represented. In terms of flexibility analysis, it is important to understand whether a resource contributing to certain reserve types should be allowed contribute to meeting ramps. For example, users need to determine whether resources carrying spinning reserve for contingencies can contribute to ramping. In most cases, these should be separated but in smaller systems it may be allowed.
| |
− | | |
− | === Solution methods ===
| |
− | | |
− | Different solution methods can be used, and can impact on the solution times and accuracy. Typically, Mixed Integer Programming (MIP) is used to solve unit comment, with a tight integer gap to ensure a result is close to optimal. This is realistic to the operation of the US independent system operators (ISOs) and many utilities. However, running detailed simulations, with full network representation, interleaving or increased time resolution with MIP formulations results in long solution times. This hinders the ability of running multi-year runs for a realistic study. Other approaches based on heuristic methods, genetic algorithms, and other approaches are also available. These approaches speed up solution time, such that many more annual runs may be done, allowing for a more probabilistic approach but at the expense of accuracy and potentially optimality. While each individual run may not be quite as accurate, there is a trade-off between accuracy of specific one-year runs and the ability to model many years and what that may tell about the likelihood of having sufficient flexibility.
| |
− | | |
− | == Sensitivities for production simulations ==
| |
− | | |
− | A number of sensitivities are important for ensuring that results can be interpreted. Even the best production simulation tools are likely to not fully reflect current day operations, and with increasing complexity in the future operations they are trying to simulate, it is unlikely that the results will be 100% accurate, such that one set of simulations is sufficient. Using only one case may also be misleading and give the wrong idea on flexibility in a given system as results may be based on specific assumptions. Instead, sensitivities should be run, with at least two different types of potential sets to focus on: physical and institutional. Not all of these are needed for a given study as in some cases planners may be more confident about a particular assumption, but they should be considered when designing a flexibility assessment study.
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− | | |
− | === Representation of physical system ===
| |
− | | |
− | The first type of sensitivity is on different resource mixes and physical make-up of the system. This could include:
| |
− | | |
− | <ul>
| |
− | <li><p>Different penetration levels of wind and solar power, to examine how the need for flexibility changes with increasing levels. This may also include varying the mix of wind and solar and may include aspects such as different assumptions on wind hub height, solar tracking, and whether the solar is behind the meter (where it may be less variable but with a lower capacity factor than utility-scale solar).</p></li>
| |
− | <li><p>Different input time series should be examined, if possible, to determine how dependent results are on the data used. Wind, solar, load and generator outage profiles all can impact on flexibility available and needed, and as such should be examined using a different time series, if possible. Obviously, this requires additional datasets to be developed, but it is worthwhile if that data is available.</p></li>
| |
− | <li><p>Flexibility resources available to the system. This could include new resources being added, or retrofits to the flexibility of existing resources. It may include resources such as battery energy storage and demand side resources (though the operational assumptions for these types of resources will also be important as discussed under institutional flexibility)</p></li>
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− | <li><p>The transmission network that is assumed is important. This is somewhat different from the network representation described below, which is focused on how the network is modeled. Here, the actual network that is included, in whatever level of detail chosen, but focused on the carrying capability of the lines (or interregional constraints/zonal flows for pipe and bubble type models.</p></li>
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− | <li><p>Fuel prices and fuel availability. This includes both gas and coal prices (and any other relevant fuels, including oil if used in a given system), which have a significant impact. In areas with both gas and coal, fuel switching may occur as the price difference between the two varies, therefore it may be important to model a few different gas prices. Additionally, fuel prices may vary by location in larger areas, which should be captured if available. Similarly, multiple years of hydro availability should be modeled in hydro-dependent systems. As well as prices, it may become important to model the gas infrastructure and assumptions about availability of gas to meet electricity demand. Significant work is being done on improving gas/electric modeling, not covered here, but this should be leveraged as much as possible when gas is providing flexibility.</p>
| |
− | <ol>
| |
− | <li>=== Representation of institutional aspects of flexibility ===
| |
− | </li></ol>
| |
− | </li></ul>
| |
− | | |
− | While sensitivities on the physical setup of the system are well understood, and different utilities or ISOs have different practices for representing the uncertainties inherent in future system buildout, with system flexibility assessment, the institutional aspects related to how the system and its resources are operated becomes more relevant. As such, modelers should carefully consider the important aspects that they need to capture in their models, and if needed run sensitivities on those they are less sure about.
| |
− | | |
− | <ul>
| |
− | <li><p>Operating strategies and operating policies, including timing of when decisions are made, look ahead time, reserve requirements, and how forecasts are used, can impact the flexibility procurement in the commitment and dispatch processes. Particularly if a system shows flexibility challenges, these should be some of the first decisions examined to determine whether operating policies can be adjusted. These may also be informed by the expected forecast uncertainty, and the need to make decisions closer to real time to reduce error size. Sensitivities may also be run with different assumptions about forecast errors.</p></li>
| |
− | <li><p>Maintenance schedules impact flexible generation’s availability, and should be examined to determine whether altering these can better reflect system operation in the future.</p></li>
| |
− | <li><p>Forced generation / transmission outages should be accurately represented. If possible, the production simulation tool used should accurately account for these, by not knowing about them when decisions are being made to commit or dispatch resources.</p></li>
| |
− | <li><p>Curtailment costs can be adjusted to reflect the costs that would be incurred. While a realistic cost may be close to zero (or some small negative amount to reflect a production tax credit), adjusting this can better illustrate the flexibility value derived from wind and solar curtailment. Sensitivities may also need to be run where different curtailment policies are in place. For example, in some regions only a subset of wind or solar plants may be dispatchable, based on size, vintage, and regulatory policy, among others.</p></li>
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− | <li><p>Import/Export assumptions from the region of interest to neighboring regions is typically an important consideration. A few different choices can be made. Conservative assumptions include assuming the interties are locked down in day ahead commitment, or even have a fixed pattern based on historical data. Depending on the level of detail modeled for neighboring regions, it is also possible to represent flexibility on these interties by allowing changes based on dispatching neighboring generation resources differently. One should be careful about assuming too much flexibility from neighbors, so a good recommendation would be to perform sensitivities, either in post-processing or during the simulation to determine the actual flexibility available.</p></li>
| |
− | <li><p>Demand response and energy storage can provide a significant amount of flexibility, but one needs to ensure they are simulated in an accurate fashion. This includes representation of energy limits, optimizing when demand response is available, and understanding when storage is available to provide flexibility. Sensitivities on how these are operated can provide useful insights into whether flexibility from these resources is important to integration of wind and solar.</p></li>
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− | <li><p>Network representation can impact on how resources are deployed. A full representation of the network (typically using DC power flow in production cost models), allows for most accurate representation of operations. However, it can result in longer solve times and needs more data. For systems being studied far into the future, the transmission expansion may also be unknown, such that any assumptions about new buildout may not be accurate. As such, sensitivities around the network assumed should be performed, whether looking at different topologies or also studying cases with and without the network at various levels of detail. In many cases, zonal models can be sufficient, but understanding the full network impacts could be useful too.</p>
| |
− | <ol>
| |
− | <li>== Benchmarking ==
| |
− | </li></ol>
| |
− | </li></ul>
| |
− | | |
− | Benchmarking of production cost models is needed to ensure they accurately represent system operations. With the increasing complexity in simulating how systems operate, it may not be possible to fully replicate the historical behavior on the system. However, one should ensure that results are compared against actual historical data or other studies, and that any discrepancies can be explained. For example, with gas on the margin but coal as generally a less flexible plant, in times of high flexibility needs gas may still be used to provide reserves and ramping in reality, even though this is more expensive. Many production cost models, either due to solvers or to lack of data, may not fully catch this and assume coal is used. Benchmarking ensures that the modeling parameters used more closely represent what happens in reality. In this case, it may require adjustment to start times or minimum up and down times of gas or coal, or improved representation of costs of cycling. The sensitivities described above can be used to more accurately calibrate the models, while other issues that could help would be to ensure a good dataset.
| |
The need for flexibility is impacting both planning and operational processes. In operations, this manifests itself in areas such as operating reserves, and scheduling practices that consider flexible resources. For example, new reserve products have been proposed in many regions to procure ramp capability in the real time and day ahead markets. In this document, the focus is more on how the need for flexibility interacts with planning processes that decide when to build or procure new resources, and/or develop new incentives such as a market product. Some of the considerations in that interaction relate to how those resources will be operated, and so one of the key considerations is how much operational detail needs to be included in planning models. The chapter highlights the areas of interaction between flexibility and existing planning functions and then summarizes work to date by EPRI and its members in the area, and puts this in the context of other ongoing efforts across the industry.
How planning functions are being impacted
A number of traditional planning functions and entities are being impacted by the need for flexibility, as shown in Figure 2‑1. In some cases, this is leading to minor adjustment of processes to better represent flexibility, while in other cases, particularly those where wind and solar penetrations are expected to hit relatively high levels (e.g. over 20% energy penetration in next 10 years), new processes have been proposed, or existing processes have been redesigned.
[[File:./flex-assets/media/image6.png|382x325px]]
Figure 2‑1
Planning Processes That Consider Flexibility
Integrated Resource Planning (IRP) and generation expansion methods
This refers to the planning processes used to determine the future plant mix on the system. Starting with a projected energy and peak power demand, load profile, the current system and potential expansion options, these studies strive to understand the need for new resources. New resources can be built to meet peak demand, while considering uncertainty in demand growth, fuel prices, generation retirement and generation outages, or resources could be built to more efficiently meet load energy demand in future years using less expensive technologies. The need for flexibility has always been inherent in this process, but generally represented by ensuring a suitable mix of baseload, mid merit and peaking resources. In recent years, policy outcomes are becoming more important, while coal retirement has become a major issue. The deregulation of the power system has also impacted how these are carried out, with more Independent Power Producers, and the need to coordinate plans between a utility, the ISO (if present) and state regulators.
Flexibility needs have the potential to impact IRP and other generation expansion studies more than any other area. With increasing variability and uncertainty, it may no longer be sufficient to build out resources in the same manner. Peak demand may become less of an issue with wind and solar being energy and not capacity type resources. At the same time, understanding whether the system has sufficient ability to move resources to respond to increasing ramping needs is important. The increased flexible operations needed, as well as the need to deal with uncertainty in net demand, will result in more value being placed on flexible resources. This could come in the form of a constraint whereby a certain amount of flexibility is required; however that raises the question of how one defines flexibility needs and resources, as discussed later. It may also impact the economics of different resource types, where previously uneconomic resources such as energy storage may become more valuable, and inflexible base load units less valuable. The pace at which this change happens will be specific to a given area and its existing resources, and so resource planners will need to be able to represent their system with sufficient detail to represent the value of flexibility.
Resource Adequacy Studies
Resource Adequacy studies, while strongly related to resource planning, are more focused on the reliability aspects of planning. Here, the ability of resources in a given area (typically balancing authority, but states, interconnections, etc., could also be examined) to meet peak demand is calculated. This can be done either for the existing system, with some load growth, or the expected future system, with additions and/or retirements considered. Two main methods are used to perform detailed studies i) detailed chronological modeling, where the operation of the system is studied for each hour or suitable interval of the year; and ii) snapshot modeling where the likelihood of being able to meet peak demand is calculated. Probabilistic methods are commonly used to include the likelihood of outages of different resources, and typical metrics are Loss of Load Expectation (LOLE) or Expected Unserved Energy (EUE). The capacity credit of resources can be calculated by determining how the resource is expected to contribute to peak demand.
With the increased wind and solar penetration, these methods become more complex. The ability of any one wind and solar plant to meet peak demand is not independent from the other wind and solar plants, and both may also be related to each other and to load due to underlying weather patterns. So determining the likelihood of meeting peak demand becomes more data-intensive process. Methods have been outlined in the literature and are in use in many areas to calculate the capacity credit of wind and solar plants.
Even beyond this issue, however, wind and solar may also impact on resource adequacy studies as their variability and uncertainty may cause periods when, even though sufficient capacity may be available, there is insufficient flexibility. This provides the motivation for much of the studies in this guidelines document, where flexibility sufficiency needs to be assessed to ensure that situations do not occur more often than desired where, even though installed capacity is sufficient, ramping capability is lacking. As described before, this then requires more detailed consideration of system operations in the resource planning timeframe.
As an example of this additional detail that is required, in 2013 EPRI studied the issue of resource adequacy with high levels of renewables using the SERVM tool, as run by Astrape Consulting [11]. This is a probabilistic production cost tool, using thousands of annual production cost runs to identify loss of load expectation (LOLE) and similar metrics. For the 2013 study, the short term uncertainty (day ahead, hour ahead, etc.) associated with wind and solar power was included in the model, and the impact of this on the loss of load was determined. This was done for a high solar and wind penetration case in California. As shown in Figure 2‑2, this resulted in additional loss of load compared to a case where renewables were assumed to be forecasted perfectly. This shows that if uncertainty is not considered in the model, the LOLE may be underestimated by 0.75 days per year (in that particular study), which could result in a system not able to meet the required standards, or that may require additional capacity.
[[File:./flex-assets/media/image7.png|661x405px]]
Figure 2‑2
Impact of uncertainty on resource adequacy, from previous EPRI work [11]
While it is not clear how this should impact on planning standards (as discussed later in the summary of the CES-21 project), and whether the same LOLE standard should be used to ensure sufficient flexibility as used for capacity (i.e. whether one would want to still maintain a loss of load of 1 day in ten years, even when adding consideration of ramping into the calculation), it is nonetheless clear that the variability and uncertainty of renewables has the potential to impact on resource adequacy, leading to increased need to consider these issues. The SERVM tool is discussed in numerous places later, in particular for discussion of the CES-21 project in California, where it was used to investigate the need for flexibility metrics to assist planning processes.
Transmission Planning and Deliverability
Transmission Planning activities typically look at the need for new transmission resources, and interact with resource planning and resource adequacy. Knowing where resources in the future are going to be located allows assessing if the existing and future transmission system is able to reliability and efficiently deliver energy. This is done using both power flow/stability and production cost tools. Projects can be used to improve reliability (i.e. to manage contingencies on the system), improve economics (i.e. reduce congestion and improve dispatch), or a combination of both. Transmission planning studies are typically carried out by ISOs or vertically integrated utilities, often interacting with transmission owners (merchant and regulated). Newly proposed projects have to show a sufficiently positive cost-benefit ratio in order to be approved.
With increasing levels of wind and solar power, the needs for transmission can be significantly impacted. The location of the resources is now typically further from load (or on the distribution system), and so power flows are altered significantly. With increasing need for flexibility, the need to assess whether and how the system can access that flexibility will become increasingly relevant. Additionally, there may be increased value in building network infrastructure between regions to allow for greater coordination to reduce the impacts of variability and uncertainty. As such, the topic of flexibility may become more important for transmission planning processes. While there has always been a strong link between production cost modeling and transmission planning, the need to ensure system operations are adequately represented will increase, and transmission planners will need methods to be able to value the flexibility of their system to integrate renewables. EPRI has recently developed methods to consider the deliverability of flexibility, as discussed in later parts of this report.
Policy and other analyses
Policy analysis typically aims to understand how different policy options can impact on the system, and are carried out by government organizations or similar bodies to look at higher level questions. Traditionally, this has been done in the form of higher level tools that model the impact of the electricity network on the broader society, such as EPRI’s US-REGEN tool. Different load growth assumptions, costs of technologies and policy preferences are modeled at a high level and overall plant mixes are determined. With increasing variability and uncertainty, such analyses may need to consider whether the flexibility in the fleet is sufficient. Unlike more detailed resource planning studies, specific information about the operations of individual plants, and the need for specific new flexibility may not be as important here as a general conclusion about the overall changes required to manage the variability and uncertainty. Therefore, when looking at this type of time horizon (15-20 years plus), it may be sufficient to use screening techniques mixed with existing methods. However, may still want to consider whether the system is shown to change sufficiently that more detailed study is warranted.
Need to reflect operational detail in planning processes
As described above, different parts of the planning process are being impacted by issues related to operational flexibility. In general, planning for areas with high levels of renewables expected to come online will need to be adopted. Conceptually, Figure 2‑3 represents a potential means to consider flexibility in a more detailed manner in the planning process.
Generally, it can be seen that this is done by analyzing flexibility as an additional consideration after considering more typical generation and transmission planning processes. It may be that, in time, flexibility may be subsumed into the existing areas, such that, installed flexibility requirements are automatically a part of the capacity adequacy process. It may also be that in some regions, the flow chart may not always follow this exact process, for example, installed flexibility may be considered before network adequacy. As can be seen in the figure, flexibility could eventually be considered as an additional analysis in all aspects of generation (and other resources such as demand response or energy storage) and transmission planning. It may be that it is not always considered in as much detail as shown here, depending on the expected impact that flexibility needs may have on the planning processes. Different flexibility analyses on this chart correspond to the various flexibility assessment described later.
Note that in some areas, resource and transmission expansion may be iterative, and in future may even move to being done as a co-optimization, with non-transmission resources also being considered at the same time as transmission. The figure shows both existing planning processes and tools as well as those new methods and tools that are needed to ensure sufficient operational flexibility, identified by either an existing or future function in the InFLEXion planning tool.
Moving through the flowchart, the first two steps are based on a typical planning process, whereby a long-range future is determined (this is mainly load forecast, but may include policies and other factors). Then, resource adequacy is assessed and additional generation needs identified. Based on their location, transmission needs are then assessed. Then, the installed flexibility (IFLEX) is calculated, as described in Chapter 5, to determine whether (regardless of economics) additional flexible resource buildout is needed to meet desired levels of reliability. If sufficient flexibility is available without consideration for how the system would really be operated, then the next step may be to use a detailed production cost model of system operations to further identify the available flexibility (AFLEX) that would be expected based on assumed operational practices. The use of production cost modeling is described in Chapter 4. Results from this step may inform both resource and transmission buildout, where it may be economic to add flexibility resources based on simulation results. This step may also help identify scheduling design practice changes to accommodate the need for increased flexibility. Finally, the deliverability of the flexibility (DFLEX) is assessed, by considering how the network impacts on delivery of flexibility.
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Figure 2‑3
Flow chart for flexibility in existing and new planning processes
Not everyone would use this chart the same way, similar to how not everyone will plan in the same way. For example, in an energy only electricity market, as there is no means to procure capacity directly, these studies may be more useful to identify needs and likely shortfalls, to examine the transmission network, and to determine how prices may evolve. Similarly, vertically integrated utilities may need to build out resources and transmission at lowest cost while maintaining reliability, whereas this approach may be used by Independent Power Producers to identify resources that could be profitable in the future. Transmission planners may use these methods to better understand their needs, while resource adequacy studies may be more focused on the generation resource parts of the figure. This conceptual figure is intended to provide an overall look at how one should think about issues relating to flexibility. It is clear from this figure how, for systems with increasing levels of wind and solar power, this topic could involve significant changes and additional iterations to their planning processes.
One of the most important short-term changes to make will be to more accurately consider operations in the planning time frame. As wind and solar power are both variable and uncertain, there is a need to model this in sufficient detail in order to understand where the flexibility to manage this will come from. As time goes by and planners become more confident in their methods, they may be able to return to using rules of thumb or other simple practices, but it is likely that, as the transition to a higher renewable generation mix is underway, methods will need to become more advanced.
Summary of previous EPRI work
For the past several years, EPRI has performed work in the project, “Strategic and Flexible Planning” on the topic of operational flexibility. This was part of the Grid Planning (P40) program from 2011 until 2014, and from 2015 moved to be part of the Bulk System Integration of Variable Generation (P173) program. The focus has been on understanding the need for and provision of operational flexibility in power system planning, focusing on a number of aspects, as summarized in Figure 2‑4:
- Initial work used case studies to illustrate the need for flexibility and develop some initial concepts and a framework for assessment of the flexibility on the system [9-11]. This included analyzing results from production cost tools to better understand flexibility issues, and introduced concepts such as consideration of different time horizons, use of different percentiles in assessing flexibility requirements, and the need to examine both upwards and downwards ramping.
- Based on these initial studies, metrics and tools were developed to assess the needs for and provision of flexibility. This led to the creation of the InFLEXion tool, which has continued to improve over numerous versions. The latest version of InFLEXion, v5.1, is expected to be released in late 2018. It is likely that a user’s group will also be started in next few years.
- Resource adequacy and its links with flexibility has been explored, where the impact of variability and uncertainty on resource adequacy was outlined and demonstrated using a number of case studies. A specific case study on the impact of flexibility needs on resource adequacy was carried out in 2013 [11], while 2014 to 2016 work has outlined and performed initial exploration on potential methods [13], [14], [15]. 2017 work continued investigating the issue of resource adequacy, by expanding on the concept of Installed Flexibility (IFLEX), as described later. In 2018, this concept was further studied using a case study to demonstrate and improve the methods developed, and further investigate how this metric could be used to calculate the system’s ability to meet ramping.
- The impact of the transmission network, and deliverability of flexibility resources, has been researched in more recent years [13], [14]. The first such study looked at the impact on overall available flexibility when the network was represented in various levels of detail, while more recent work has focused on deliverability of flexibility. At the end of 2018, this is in the process of being added to the Inflexion tool.
- A white paper was released outlining the work EPRI is doing in the area, as well as the flexibility adequacy metrics that were developed, [2]. This was part of a larger EPRI-wide initiative on flexibility as a desirable attribute of power systems.
- Throughout this work, case studies have also been carried out to understand these flexibility issues and improve the methods. These include a number of studies in the base research project based on, among others, California, MISO, the Pacific-NW, and supplemental projects including ongoing work with California (PG&E and CAISO), TVA and Eskom and a study with Southwest Power Pool [16].
- During case studies, aspects such as the treatment of hydro power and other energy limited resources such as demand response were included, and the functionality of InFLEXion continued to be increased, with new analyses methods added in most years.
- Utilities/ISOs have been using InFLEXion themselves in their internal studies, and discussions and interaction with those entities has helped improve the tool, and provided greater understanding of how planners are considering flexibility issues. This includes annual workshops on the topic of flexibility with project members (materials from the workshop are available on the program cockpit on epri.com).
- EPRI has participated in a number of efforts related to flexibility assessment. This includes work done by the Northwest Power and Conservation Council (NWPCC) on consideration of flexibility in the resource plans for the northwest, as well as contributions to various studies and papers by NREL, Ecofys, LBNL, and NERC.
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Figure 2‑4
EPRI work to date on Flexibility Studies
Context of EPRI tools versus other approaches
EPRI has not been the only entity working in this area. Some of the more relevant industry efforts were described in the past chapter. Additionally, a broad number of different institutions, including national labs, utilities/ISOs, academics, consultants and other industry organizations have worked directly or indirectly in this area. In general, EPRI work has been intended to complement these efforts. Both more detailed and less detailed methods have been proposed and studied.
In the more detailed cases, production cost model developers and consultants using such tools have been developing methods to explicitly include the need for flexibility in the simulation itself, as opposed to the post processing method EPRI has developed. This has taken the form of including more detail in the inputs, as well as reporting results related to lack of flexibility situations. Examples include the development and use of the REFLEX tool by E3 [17] and the advancements made to the SERVM tool by Astrape Consulting. More details are given for both in a survey paper that PG&E led and EPRI participated in that was submitted to the California PUC in 2014 [18].
E3 developed the REFLEX tool to work with existing production cost tools, and has used it with two tools: Energy Exemplar’s PLEXOS and Ecco International’s ProMaxLT software. In both cases, the REFLEX tool was used together with an existing production simulation tool to calculate the need for flexibility under high renewable penetration. REFLEX is used to develop inputs for simulation in the production cost model, and by using Monte Carlo draws of load, wind and solar, can represent the flexibility needs in the simulations. Flexibility deficits can then be identified and examined.
The SERVM tool, a probabilistic production cost tool that has traditionally been used for reliability analysis and resource adequacy studies, has had several features added in recent years to improve representation of flexibility needs. Most relevant, it was recently used in a project under the California Energy Systems for the 21st Century (CES-21) program, on flexibility metrics and assessment. That project aimed to identify whether California’s resource planning and procurement processes need to include specific flexibility metrics, and identify potential approaches for this. As such, SERVM was used to test various approaches and potential means to assess flexibility. This includes detailed representation of intra- and inter-hour variability and uncertainty. By examining these issues, the likelihood of flexibility deficits can also be seen in the results of the probabilistic production cost simulations. SERVM typically analyzes thousands of cases (for different outage patterns, wind/solar load patterns, load growth, etc.), and thus can provide useful stochastic results on the issues relating to flexibility.
While both SERVM and REFLEX are thus somewhat more detailed, in that they explicitly include flexibility needs in the process, they require additional data and new production cost tools. The EPRI method could complement these tools by adding additional metrics to existing software, and it also allows for analysis of real historical data. In the CES-21 project, the InFLEXion tool was used to assess CES-21 results for additional insight beyond typical production cost results of generator production and load/reserve shortfalls. This helped shed light on particular periods of the year and ramping horizons among other aspects, that were tight on flexibility; helping to identify multi-hour ramping needs and additional flexibility metrics. The post processing method also ensures that every hour is examined for worst case events under the conditions assumed, whereas for the tools with flexibility needs integrated, only one actual outcome occurs. The CES-21 project is discussed in more detail in later chapters.
A less detailed approach, though one that still involves simulation of power system operations has recently been developed by the International Renewable Energy Agency (IRENA)[1]. They reviewed other approaches, such as those discussed here, and identified a need to develop methods that can answer planner’s questions around flexibility. This includes both looking at investment options and strategies and also looking at an existing or project mix and determining whether it has sufficient flexibility [20]. An open source tool, FlexTool, was developed as part of this project, and has been applied in a number of case studies for various countries. This tool is a linear programming based tool that can be used for investment decisions; it takes a sampling of the full year and attempts to understand ramping and flexibility needs, while also minimizing costs [21]. This allows for simpler representation of resources, which could mean the accuracy is not at the same level as some of the previously mentioned tools. However it does allow different investment options, including issues related to energy systems integration (e.g. gas flexibility), to be examined. In operational mode, it behaves a little more like a production cost tool, while still having a simpler underlying algorithm that is designed to provide fast results. It would be expected that this tool could be helpful for policy level analysis, or for initial screening of new flexibility resources that could be examined in more detail using other tools.
Other methods developed in the past few years have also been developed that are simpler than the methods proposed by EPRI, and those used in the production simulation tools described above. These simpler methods range from spreadsheet analysis to methods with some optimization, but with less detail. For example, the International Energy Agency’s Grid Integration of Variable Renewables (GIVAR) project developed both a spreadsheet based tool and one that was based on simulating the flexibility dispatch of the system [19]. The spreadsheet tool uses input based on the characteristics of the resources on the system, and then attempts to determine the likely ramping capability of the generation fleet. Lawrence Berkley National Lab have taken this concept and developed it further, applying it to the Western US Integrated Resource Plans [20]. The IEA also has developed a simulation method, whereby the generation fleet flexibility is maximized in each hour of the year, to determine how much flexibility is available, with the objective function being to maximize flexibility.
These IEA methods are similar to the methods proposed by NERC, CAISO, TVA, and others described in the previous chapter, in that it generally aims to assess the flexibility issue by quantitative analysis of historical or simulated data. This is then compared to a relatively subjective measure, typically derived from the premise that as the needs increase, more challenges will be seen. The EPRI flexibility requirements described later are similar in approach (approaches differ in what specific measurements are calculated across all methods, but general concept is the same). Similarly, none of these methods typically addressed detailed operational simulations as is done with EPRI’s AFLEX and DLFEX assessment and the SERVM and REFLEX approaches described above. This is typically due to the fact that in the short term planning horizon, or historical analysis used for many of these does not typically see a large number of very significant challenges that may need to be addressed by new resources. As flexibility needs do increase with increasing renewable penetration, however, more detailed analysis may be needed. This concept of different levels is shown in Figure 2‑5. Methods such as the TVA and Oregon methods are on the left hand side (screening and maximum available ramping), with economic dispatch and generator state methods starting to be considered in NERC, CAISO and IEA methods, and generation characteristics and full studies considered in the detailed IEA, SERVM, REFLEX and detailed EPRI methods.
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Figure 2‑5
Evolution of Methods Used from Simple Screening to Detailed Analysis
An initial attempt to lay these out is shown in Figure 2‑6, with level of operational detail compared to type of analysis. While one would ideally be on the top right, it is important to be able to perform other studies as appropriate, based on time and data available, and importance of the flexibility issue.
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Figure 2‑6
Different Methods used as described in this report, showing level of detail and type of analysis
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Guide to: Assessing and Screening Flexibility Requirements =
The purpose of assessing flexibility requirements for the system under study is to inform detailed studies, operational processes or to screen for flexibility sufficiency. This corresponds to Level 1 analysis in the InFLEXion tool. Here, flexibility requirements primarily refer to net load ramping capability needed by the system, which may increase with wind and solar penetration. In some cases, it may also be instructive to look at wind, solar and load ramping separately.
A major reason one would need to assess flexibility requirements in a planning context would be as an input to detailed planning tools, such as production cost models described in later chapters. By carefully determining the net load ramping requirements that are associated with future system mixes, one can then determine if there is sufficient flexibility in the system to meet the requirements. Flexibility requirements will often show up in such studies as reserve requirements, which could be in the form of the magnitude of existing reserves such as frequency regulation or spinning/non-spinning, or could take the form of new reserve types. For example, load following reserves are used in many studies, covering a variety of time horizons or interval lengths, and methods described here could inform such requirements. At the same time, those studies may also identify if flexibility is short and can help to determine if there are additional requirements for reserves or for investment in new capacity.
As well as input to production cost modeling, flexibility requirements may also be useful to assess for screening methods such as the NERC and IEA approaches described earlier. By carefully determining assumptions used in calculating these requirements, as described in this section, these screening methods can tell a lot about needs now and in the future. For example, the methods described below were applied to two Southeastern US footprints (TVA and Southern Company) as part of a recent DOE-funded study looking at future solar penetrations. While further detailed analysis was not completed as part of that project, analysis of requirements provided a first step in understanding ramping needs and the type of behavior that may be expected as solar penetration increases, and provided useful information for planners there to understand how solar may impact on their flexibility needs.
The final reason to understand flexibility requirements is for post processing of historical or simulated data, as described in later chapters. Here, the requirements identified can be compared to what is actually provided by the system dispatch, to ensure flexibility is available. By analyzing trends into the future, one can determine how ramping needs are changing over time, and whether the system will require additional flexibility.
Recommendations for assessing flexibility requirements
Flexibility requirements, whether used to determine reserve needs in production cost studies, as an input to screening methods, or for post processing studies to determine flexibility sufficiency, should consider a number of factors, as described here. Typically, these are based on net load ramping, which is the system demand minus the variability and uncertainty caused by wind and solar, and potentially could also include other factors such as fixed interchange schedules.
Time horizons studied
As shown with the various examples earlier, a number of time horizons have been proposed to study flexibility issues. It is recommended to study multiple time horizons in order to identify different flexibility issues. This typically includes anything from 5-minutes (or even 1-minute) to several hours. The main focus should be on understanding operational issues, particularly related to economic dispatch. Thus, one should ideally study the dispatch interval as the shortest time horizon. As one considers flexibility needs, longer time horizons than the dispatch interval are also important. This is to ensure commitment and dispatch processes have sufficient flexibility to meet forecasted and unexpected changes in net load. While systems differ as to what intervals should be studied, the recommended time horizons typically include:
- 5- or 10-minutes: is typically when wind and solar start to have an impact on overall system ramps. Within this interval, regulating reserves can be used to manage variability.
- 20- or 30-minutes: This is a typical load following time horizon, where dispatch will need to consider expected changes. Fast start resources can also be committed in this time horizon. Note others may call this a ‘flexibility’ reserve and load following may refer to longer time horizons, and dispatch of resources is also an important factor here.
- 1-hour: This is a typical resolution at which operators determine day-ahead (or days ahead) operating plans. Many datasets may not be higher time resolution than this, and often payments and metering is based on this time interval.
- 3- or 4-hour: This time horizon is a typical start up time for combined cycle gas generation, and is also a period during which forecasting of wind and solar may become more accurate compared to day ahead. This is often the last chance to make decisions about committing larger units to manage forecast error. Additionally, this time horizon will cover issues such as the ‘duck curve’ seen in California, where solar output decreases at the end of the day, and is typical of the length for the largest up and down ramps in net load.
- 6- to 8-hours: This longer time horizon is useful for a number of reasons. On the one hand, longer starting generators can take this long to start up, e.g. in the Irish system, Eirgrid is now incentivizing 8-hour ramping capability due to a number of units that start in 7 to 8 hours. On the other hand, this time horizon is typical in many systems of the difference in time between high and low load in the day. For example, this is the difference between load in the middle of the night and early morning, or between peak demand in late afternoon and late at night/early morning. As such, one should choose a time period that reflects both physical capability and changes in net load over longer durations.
As well as above horizons, others may also be important for a given system. For example, the day ahead flexibility issues may also require a 24-hour assessment of uncertainty needs, but not focus as much as variability, in order to understand typical forecast errors. In general, a recommended practice would be to study all time horizons of interest first, and then focus on those of most relevant for a given system. The InFLEXion tool can be used to study all time horizons, and typically once one completes a number of studies, one can determine a suitable set of horizons as described below and later in the section on interpreting results.
An example of the analysis of different time horizons is shown in Figure 3‑1. Here, only one-hour data was available, so that was used as shortest horizon. Looking at results, it can be seen that the largest ramps in all types of data (variable generation, which in this case was wind, load and net load) maintain an almost constant rate of increase as a function of the horizon up to 8 h. There is a drop off in the rate of increase as horizon gets larger (after 8 h). For example, the largest net load ramps (shown in green) get 5 GW larger when going from 2 hours to 4 hours, but only about 8 GW larger when moving from 4 hours to 6 hours. Here, time horizons of interest could be suggested as 1 hour, 4 hours and 7 or 8 hours. At around 8 hours, the net load up ramps see a significant increase compared to load, so that would be of interest. One should also consider system capabilities in setting the time horizons.
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Figure 3‑1
Example of Ramping Versus Time Horizon
Percentile approach to flexibility requirements
One of the key concepts in assessing the variability and uncertainty of load, wind/solar output or net load is that of percentiles. The concept is that one would like to cover a certain amount of the variability and/or uncertainty that would be expected in the future. By examining historical or simulated data, one can determine percentiles of data. For example, the 99th percentile is the value observed which is larger in magnitude than 99% of all other data. This can be used to assess either variability or uncertainty.
Typically, studies try to link the percentiles with system reliability criteria. For example, if the Area Control Error (ACE) is only allowed outside a certain band 5% of the time over a given period, one may want to use a 95th percentile of requirements. However, it should be noted that, even were one to use this requirement these two things are not equivalent, as in actual operations other resources may be available, and as such detailed operational simulations are still required. However, percentiles give a first approximation at what may be studied. As such, percentiles should be varied when performing screening analysis, typically, 95th and 99th, or even 99.9th or 99.99th are used to provide bookends.
Longer duration ramps may be addressable in operations by adjusting dispatch and commitment decisions, and forecasts can also be used, to ensure that operators are aware a large ramp may occur and rearrange the dispatch of resources as necessary. Thus it may be appropriate there to not use as high a percentile if only assessing variability; on the other hand, when it comes to very short term decisions, or when uncertainty is being assessed, higher percentiles may make more sense. Additionally, whether neighboring regions can be leaned on to a certain extent, or whether there is some interruptible load or other demand side resources may mean that requirements can be relaxed somewhat. An isolated system that strives not to shed even a small amount of load will need tighter requirements than a less constrained area.
Figure 3‑2 shows an example of the use of percentiles for solar variability. The first thing to notice is how much larger the largest ramp is compared to the 99th percentile, in both up and down directions, in one minute horizons. This is due to the fact that, in the data used, there was a large change in a very small number of hours. This data was simulated based on actual solar irradiance, and shows that, if one seeks to cover all one minute ramps in every hour, the ramp requirements may be significantly larger than would be needed during the vast majority of hours of the year. On the 60-minute horizon, and to a lesser extent the 10-minute horizon, this effect is not as apparent, but the changes for different percentiles are still quite different.
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Figure 3‑2
Maximum Variability by Time Interval For Various Percentiles
Another useful use of percentile requirements, based on this effect, to understand how resources may be used. For example, if 95th and 99th percentile of annual hourly data showed similar numbers, that would imply that the 88th largest ramp (8760 divided by 100) are not too much larger than the 440th largest ramp. As such, resources sized to cover these ramps may need to be available more frequently, and the cost of dispatching them is more important. If 99th percentile ramp was significantly higher, then maybe a less economic resource in terms of dispatch cost, but with low capital cost, could be used (e.g. demand response product or diesel engines).
This may imply that if a study was more focused on reliability, then the percentile used should be based on reliability measures (either long term planning such as 1-day-in-10 or operational methods such as CPS scores) . Studies focused on economic resource expansion should look at the frequency of shortfall before determining needs. For example, one could assess 90th percentile and use that to determine requirements for mid-merit generation, but use a 99th percentile to determine demand response needs; in a market context, one may set penalties differently based on the percentile, similar to a demand curve for shortages. As noted in the concluding chapter, the methods for resource adequacy and resource expansion to consider flexibility are still evolving, so this use of percentiles is still to be further development.
Use of conditional requirements
When actually determining the ability of the system to procure sufficient flexibility, it will be important to recognize that the flexibility requirements should vary. For example, if one were to use the 99th percentile of all ramps over a given time horizon in all hours of a study, then there are likely some hours when this would be overestimating flexibility needs; an example is where solar is considered, there is no need to require large amounts of reserves to cover solar variability and uncertainty in the nighttime hours. Similarly, there may be periods when wind is producing at very low levels, such that the need to cover down ramps in wind (up ramps in load) is unnecessary.
Time of Day/Year
The flexibility requirements may vary based on time of day or time of year. For example, different seasons may see different requirements for horizons and direction of ramping. In order to determine requirements in this fashion, there is a trade-off between granularity and the amount of data available. For example, seasonal requirements are often proposed, as they provide a good mix between significant amounts of data available if looking over a few years, and a relatively granular approach. Seasons may not directly line up with the four seasons typically considered, but may be based on different regimes across the year. For instance, one may want to consider December and January alone in some regions, or may include November and February in others; the main point is to group similar months. Since weather from one month to another within a season should be relatively consistent, it may make sense to use seasonal rather than monthly requirements. At the same time, there may be monthly variations that do need to be captured.
Figure 3‑3 shows an example of a result from previous year’s work, where net load variability was studied by time of day and month of year. As shown, there seems to be a pattern as to when the largest ramps happen. Winter and spring mornings undergo large ramping, while the afternoon is more impacted in the summer. This is likely due in this specific case to a particular combination of the load profile and the wind penetration and pattern assumed, and certainly would not be true in other areas. However, such a result could be used to determine when flexibility may be required.
It is thus recommended to study requirements by both month and season (and to adapt specific definitions for ‘season’). Examining how these requirements vary should allow insight into the better method to use. For example, if requirements vary significantly across months, but no underlying reason can be determined (e.g. July and August are very similar, but September is far greater), then it may be that the relative lack of data is causing some outliers, rather than showing a real variation in requirements. On the other hand, if the monthly requirements seem relatively consistent (e.g. August is close to, but only a little higher than July and September), then monthly requirements may give more detail and allow for more efficient determination of needs. Typically, having more data (e.g. decades of wind/solar/load) should allow for monthly data, whereas less than two or three years may require a seasonal approach.
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Figure 3‑3
Maximum 1-hour Net Load Variability by Time of Day and Month of Year, in MW
Production or Load Level
Another manner that can be used to determine flexibility requirements, and could be combined with time of day/year-type requirements, is to base the requirements on load, wind, solar or net load level. This concept has been developed in integration studies and can be used to manage variability, uncertainty, or both. The main idea is to examine historical data (variability and/or uncertainty), and then determine relationships between flexibility requirements and the condition at the start of the time horizon.
The main concept for condition based requirements is to determine the relevant explanatory variables upon which one can base flexibility requirements. For example, wind power, based on its power-speed curve, tends to be most variable when the output is close to half of its capacity at the start of a given horizon. Thus the main variable should be normalized wind power output. Load variability tends to be more based on time of day, but can also depend on load level; one potential approach could be to split data up into time of day and then load level.
Figure 3‑4 shows an example based on a previous EPRI study on wind power variability. This is based on covering the 99th percentile of flexibility in an historical dataset. This dataset was first binned into 10 different production levels (0%-10%, 10%-20%, etc.) based on production at the start of the hour. Then, data within each level was examined for the 99th percentile of ramp magnitude. The figure shows that, except for very long ramps, the requirements for both up and down ramping tend to be greatest when wind output is approximately 50% of capacity. For 4 hour ramps, the largest net load up ramps happen when wind output is high, whereas for lower wind output levels, the system needs to be able to ramp down. What this shows is that, for this dataset, it takes longer than a few hours to see wind ramp from a high output to close to zero, and vice versa. On an hourly or lower horizon, large variability is driven more by the variation in the middle of the power-speed curve.
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Figure 3‑4
Example of potential needs for Flexibility to manage Wind Power Ramping over different horizons
Solar PV has a number of potential explanatory variables. While output level could be used similar to wind, the underlying shape of solar can also allow for greater understanding of needs. This us