The GCAM model was expanded to include greater spatial detail in the USA region, referred to as GCAM-USA. In GCAM-USA the 50 U.S. states plus the District of Columbia (hereafter, the 51 states) are included as explicit regions that operate within the global GCAM model. Energy transformation (electricity generation and refined liquids production) and end-use demands (buildings, transportation, and industry) are modeled at the individual state level. Inter-state trade of all energy goods is considered, with state-specific consumer price mark-ups assigned for coal, natural gas, and refined liquids assigned based on price data from EIA (2012).
Note that several aspects of the energy system are still modeled at the aggregate U.S. level. Most notably this applies to primary production of fossil resources including oil, gas, and coal. The supply of biomass energy feedstocks, which include residues and dedicated energy crops, is modeled at the level of 10 agro-ecological zones (AEZ) in the United States (Calvin et al 2014, Wise et al 2014). As with primary fossil resources, biomass feedstocks are assumed to be freely traded at one global price.
There are many ways in which the U.S. energy system might evolve over the coming decade, and any scenario will be a reflection of the storyline that supports it. The Reference scenario for the energy system modeled in GCAM-USA is intended to be a scenario with a reference set of assumptions to compare scenarios constructed with alternative assumptions. Broadly, our reference scenario is constructed with an underlying story-line that historical trends continue in the near-term due to inertia in the system and continuation of current policies. However, in the long-term, our scenario assumes that outcomes are largely driven by economic forces. This section describes the embedded assumptions in the storyline for our reference scenario for five key elements of the scenario: i.) Socioeconomics and energy demands, ii.) Electricity demand, iii.) Electricity supply, iv.) Inter-state electricity trade, and v.) Refining. Further details about our assumptions for remaining sectors are presented in the following sections of this documentation. Alternative reference scenarios can very well be constructed by adjusting assumptions in the model.
Socioeconomics and energy demands: Our Reference scenario assumes a growing U.S. economy and growing but gradually peaking population through the end of the century and consequently and growing service demands in all end-use sectors. In addition, our scenario assumes a continuation of current energy efficiency policies (e.g. building efficiency standards). However, our scenario assumes increasing final energy demands due to growing service demands with no expansion or strengthening of efficiency policies.
Electricity demand: Our scenario assumes growth in electricity demand over the coming century including a modest growth in electrification over the next decade due to increased electrification in industrial, buildings and transportation sectors. This departs from recently observed flat electricity demands. Several causes have been put forward for flat electricity demand over recent years, including a reduction in industrial electricity demand due to structural changes, increasingly stringent and pervasive demand side policies (e.g. building efficiency and fuel economy standards), and simply economic forces driving the use of increasingly mainstream technologies that reduce energy demand. Whether the trend in electricity demand continues in the future will depend on continued assertiveness in applying and tightening of these policies. We assume no such policy expansion of or increase in policy stringency but rather allow economic forces to determine future outcomes to the extent possible. A scenario based on the assumption of continued policy expansion and increasing stringency could result in flatter or even declining electricity demands.
Electricity supply: Our reference scenario assumes increasing shares of natural gas and renewables to meet the growing demand for electricity. Our scenario includes state-specific assumptions about coal and nuclear retirements and state-specific assumptions about future hydro generation (that are exogenously specified) based on recent historical trends and best availabe information. Our scenario also includes a representation of the Clean Air Act Section 111 (b) New Source Performance Standards, NSPS (Environmental Protection Agency, 2015). The NSPS limit CO2 emissions from new steam-generating electricity generation units to 1400 lb CO2/MWh, and from new base load natural gas fired units to 1,000 or 1,030 lb CO2/MWh. We assume that coal-fired power plants without CCS do not meet these requirements and natural gas combined-cycle plants without CCS do. In addition, after the drop in natural gas prices in 2009 and low renewable technology costs, new investments in many states including those that were traditionally coal-heavy have been dominated by gas and renewables (EIA, 2018). To reflect these recent developments in our reference scenario, we assume no new deployment of coal-fired power plants without CCS throughout the United States. In addiiton, our reference scenario assumes rather limited deployment of nuclear technologies, to reflect common understanding that the deployment of nuclear technologies is constrained by economic, institutional, and social factors including concerns regarding nuclear waste disposal, safety, and security. However, over the long-term, we assume that nuclear technologies do get deployed in many states. Due to constraints on the deployment of coal and nuclear (and since generation from hydro is an exogenous assumption), new investments in our reference scenario are dominated by natural gas and renewables. Our reference scenario assumes that wind and solar technologies compete against gas technologies for share among new investments purely on the basis of relative costs by 2030. Likewise, our scenario assumes that biomass and geothermal technologies compete for share purely on the basis of relative costs by 2100. Our assumptions about electricity generation fuel mixes are broadly consistent with other commonly available reference scenarios (U.S. Energy Information Administration, 2018).
Inter-state electricity trade: Our reference scenario assumes that groups of states (that are combined into 15 “grid regions” to reflect electricity market and planning areas and constructed consistent with the North American Electric Reliability Corporation regions) trade electricity freely between each other. This presumes that the necessary infrastructure already exists or would be built in the future. Further, we assume that a grid region does not change between being a net importer or exporter over time. However, the magnitude of inter-regional trade across grid regions can change from historical levels as relative regional electricity prices change. For example, an importing grid region that sees a relative price increase due to demand growth, cost increase, or policy changes can import more from other regions. However, the relative ease or elasticity of expanding these imports in a region tightens as the share of imports increases relative to historical shares. In other words, an increasing differential in regional prices is required to expand trade, reflecting an increasing marginal cost of building and maintaining expanded trade.
Refining: Our reference scenario assumes expansion of relatively mature crude oil refining technologies and also relatively immature and nascent technologies such as biomass to liquids (BTL), coal to liquids (CTL), and gas to liquids (GTL) to meet growing demands for liquid fuels. Since oil refining is a mature technology with established supporting infrastructure, including facilities to bring in crude oil and institutional infrastructure such as licensing, our reference scenario assumes that any expansion takes place in the states that currently engage in oil refining and that the relative competitiveness of those states remains constant over time. Even though biomass to liquids (BTL) technologies are not as mature as oil refining, the deployment of BTL refineries has seen a marked increase in the recent past due to renewable fuel standards and the ease of transporting biomass resources. As such, BTL production is already distributed across the country in a way that captures the distribution of feedstocks for biomass refining. In our reference scenario, we assume that the current distribution of BTL production will remain largely static in the coming years, which, in turn largely relies on the assumption that biomass production will occur in the same locations as today. For coal to liquids (CTL) and gas to liquids (GTL) technologies, our reference scenario assumes that states which produce more coal and gas resources are more likely to deploy CTL and GTL refineries. By extension, states without any coal and gas production are not expected to deploy CTL and GTL refineries. Hence, we assume that CTL and GTL refineries will be located close to the production of coal and gas resources. These assumptions are understandably conservative and ignore the possibility that new crude oil, coal, and gas resources might be discovered in the future, or that new types of bioenergy feedstocks could shift the geographic distribution of biofuel production. In addition, our assumptions also ignore the possibility that resources can be shipped from states with those resources to states without the resources and refineries to produce liquid fuels can be deployed in the latter states. For example, coal and gas are currently transported long distances for power production. Nevertheless, developing the required infrastructure to transport resources (e.g. gas pipelines) is an expensive and often protracted process, hence our refernece scenario assumes that only states with substantial resources are expected to refine coal and gas into liquid fuels.
The state-level results based on GCAM-USA need cautious interpretation.It is important to note that GCAM-USA is built within the GCAM framework. Hence decisions in GCAM-USA are made in the same way as the rest of the model. Since GCAM was originally developed for aggregate national to global scale analyses, applying the same decision-making frameworks at finer spatial resolutions could produce results that require careful consideration.
For example, the model produces monotonic results for state-level projections of energy demand in the end-use sectors. This is because, service demands in these sectors are based on i.) either empirically grounded equations that define service demands in the sectors as continuous functions of population and economic growth (for the buildings and transportation sectors) or ii.) simple elasticities (for the industrial sector). The logit-share equation is then used to allocate various fuels to meet the service demands.
In contrast, the decision-making frameworks employed in the model could result in non-monotonic state-level results for the electricity and refining sectors. In these sectors, smooth functions are used to retire existing capacity and the logit-share equation is then used to share out investments across technologies in terms of physical quantities (EJ) of energy produced (rather than capacity installed), resulting in generally smooth allocations. In reality, decisions at the state-level are discrete and often result in lumpy retirements and investments (e.g. a full coal facility would retire in reality; however, our smooth retirement functions could imply fractional retirements. Likewise, investments would occur in full power plants, however our the logit-share equation could imply investment in a fraction of a power plant). In addition, GCAM does not account for on-the-ground factors that affect technology deployment (e.g. land use restrictions and electricity transmission infrastructure) which further affect the ability of the model to make discrete decisions about investments in new capacity and the relative contribution of trade in meeting domestic demands. For instance, our modeling of inter-state trade assumes that states within a grid region can trade freely with each other and that the necessary infrastructure to facilitate such trade either exists already or can be built easily. This could result in more rapid shifts in electricity trade between states compared to what has been observed historically. Nevertheless, our framework produces monotonic results for these sectors at relatively aggregate spatial resolutions (e.g. grid regions or national level) for which the model offers a scientific, detailed, and bottom-up accounting framework.
State-level population and economic growth assumptions are based on historical values through 2015. Beyond 2015, we use population assumptions based on downscaled projections from the Shared Socioeconomic Pathways (SSP) database (Jiang et al., 2018; Jones and O’Neill, 2016). Specifically, we use the downscaled SSP2 data. Future economic growth assumptions are developed by first harmonizing per capita GDP growth rates with assumptions made by the Energy Information Administration’s National Energy Modeling System model in the Annual Energy Outlook 2016.
The justification to switch to SSP2 data-set for our future population assumptions is two-fold. First, the future projections for all states look meaningful in the sense that they are monotonically increasing for most part of the century and for some states, the trajectories peak and begin to decline in the second half of the century. Second, although the state-level projections are built up from downscaled SSP data, they are calibrated to historical (2010) state-level data. An important caveat of using this data-set is that we do not have internally consistent GDP projections or projections and consistent story-lines for rest of the model (e.g. state-level income elasticities or technology). Nevertheless, these assumptions represent “middle-of-the-road” assumptions that are qualitatively consistent with assumptions made in the rest of the model.
We first update state-level population assumptions for 2015 to reflect historical population data from the U.S. Census Bureau. We then use state-level projections of population based on downscaled SSP2 data (Jiang et al., 2018; Jones and O’Neill, 2016) to construct future population pathways. These projections are built up from downscaled SSP2 data (downscaled to 1/8 grid cells). The data includes population projections at the state-level (except D.C.) and run from 2010 to 2100 in 10 year time steps. We use a simple approach to transition from historical trends to future projections (the latter being based on Jiang et al., 2018). For all states, we match actual growth rates in population from 2010 to 2015. We then assume annual growth rates that transition linearly from historical growth rates to near-term growth rates through 2030. Beyond 2030, we apply growth rates according to the SSP2 data-set.
Subsequently, we create state-specific labor productivity growth assumptions through 2015 using historical GDP and population data. For future labor productivity growth assumptions through 2040, we use census-region-level GDP and population projections from AEO-2016. We assume uniform growth rates for all states within a census-region. In addition, we assume a gradual (linear) transition from historical growth rates to future rates. Beyond 2040, we assume linearly interpolated growth rates from state-level 2040 values to the USA-region value in 2100, so that all states converge on a common labor productivity growth rate in 2100. This acknowledges the fact that projecting state-level differences in labor productivity growth becomes more difficult/ arbitrary the further into the future these projections stretch.
Finally, the USA-region’s population and labor productivity assumptions were updated to match the sum-of-states population and GDP when running GCAM-USA. The result is that the USA region’s population and GDP is different from assumptions in the core (32 region version), but is consistent with the sum-of-states population and GDP when GCAM-USA is run.
The first step to modeling at the 51 state level was to create energy balances–that is, production and consumption of different forms of energy by each modeled sector, fuel, and state. This data was developed from 1971 to the final historical year of 2010, and applied in the model base years of 1975, 1990, 2005, and 2010. While more recent data are available, in order to incorporate the more recent historical data in the GCAM-USA module, the entire global energy and agricultural balances in GCAM, as well as land cover by land use type, would all need to be updated. Similarly, in the data processing of the state-level energy data, the aggregated national GCAM-USA energy balances (i.e., all states added together) must still be equal to the corresponding flows in the USA region of the global GCAM data set, which are derived from International Energy Agency (IEA) Energy Balances. With this in mind, we use proportional allocations to disaggregate the US-level quantity flows to the states, utilizing state level data sets from the US Energy Information Agency (EIA). The EIA SEDS (State Energy Data System) was used as the primary data set for this purpose (EIA 2014a). The main steps of the data processing methods are described in the subsequent sections.
We begin by describing the process for developing the energy balances for final energy demands including the buildings, transportation, and industry sectors. Compared with energy transformation sectors, these are relatively simple because (as modeled) their outputs are considered final demands, not commodities traded across states (as opposed to energy transformation sectors whose outputs and inputs must be considered).
Additional processing to differentiate energy for specific buildings services required additional data sets and assumptions as described in Zhou et al. (2013). Each of up to 10 modeled energy services (e.g., space heating, space cooling, water heating, etc.) can be supplied by one or more technologies. Heating and cooling service demand depends on building envelope thermal efficiency, internal heat gains, and climate. Technology and building envelope efficiencies are assumed to increase over the century as described in Zhou et al (2014).
As in the remainder of GCAM, the transportation sector in GCAM-USA is disaggregated to three final demands: passenger, domestic freight, and international shipping. The demand for each of these transportation services (indicated in passenger-km or tonne-km) depends on the base-year service demand levels, and the future growth in GDP and population by state. Each of the freight and passenger vehicle classes represent on-road vehicle options such as cars, trucks, and motorcycles, as well as off-road options such as trains, airplanes, and/or ships. For road modes, specific vehicle options include various size classes and drivetrain technologies differentiated by fuel type and/or efficiency levels, such as liquid fuels, hybrid drivetrains, and battery electric propulsion. These assumptions are consistent with the transporation sector in the global GCAM model: Energy System. The following mapping from the EIA SEDS is used in order to assign nation-level energy consumption and service demand levels by mode and fuel to the individual states.
Table: EIA SEDS fuel and sector used to disaggregate nation-level energy consumption by mode and fuel to the states.
|Mode||GCAM fuel||EIA fuel used for disaggregation|
|Air Domestic||refined liquids||Jet fuel in transporation|
|Air International||refined liquids||Jet fuel in transporation|
|Bus||gas||Natural gas in vehicle fuel|
|Bus||refined liquids||Distillate fuel oil in transporation|
|HSR||electricity||Electricity in transporation|
|LDV_2W||electricity||Electricity in transporation|
|LDV_2W||refined liquids||Motor gasoline in transportation|
|LDV_4W||electricity||Electricity in transporation|
|LDV_4W||gas||Motor gasoline in transportation|
|LDV_4W||hydrogen||Motor gasoline in transportation|
|LDV_4W||refined liquids||Motor gasoline in transportation|
|Rail||coal||Distillate fuel oil in transporation|
|Rail||electricity||Electricity in transporation|
|Rail||refined liquids||Distillate fuel oil in transporation|
|Ship Domestic||refined liquids||Residual fuel oil in transportation|
|Ship International||refined liquids||Residual fuel oil in transportation|
|Truck||refined liquids||Distillate fuel oil in transporation|
|Truck||gas||Distillate fuel oil in transporation|
Industrial energy allocations require more complicated processing steps, due to the refinery sector’s energy use being included in the industry sector of SEDS, as well as the need to assign nation-level electricity co-generation at industrial facilities. The national estimates of cogeneration by fuel are from the IEA’s Autoproducer CHP Plants, defined as facilities whose power production is primarily in support of activities that are on-site. No state-and fuel-level inventory of co-generation was available, so fuel consumption by the whole industrial sector is used to derive the state-wise portional allocations of both the fuel inputs and electricity outputs to/from cogeneration.
As in the remainder of the model, cement and N fertilizer are modeled specifically by state, with the state-wise allocation of energy consumption and physical outputs based on the value of shipments of the corresponding NAICS code. Specifically, cement is disaggregated by the value of shipments from 3273: Cement and concrete product manufacturing. Fertilizer is disaggregated by 3253: Pesticide, fertilizer, and other agricultural chemical mfg. States with zero output from these industries in the historical years are assumed to remain that way in future years as well.
The electricity generation sector in GCAM-USA differs from rest of GCAM in that includes representation of sub-annual load profiles, U.S. specific power sector technology cost assumptions, state-specific coal retirements, and state-specific nuclear retirements.
GCAM-USA includes the capability to model supply side dynamics related to the seasonal and diurnal variation of electricity demand by incorporating load duration curves (LDCs). An LDC is obtained by ordering hourly load data in descending order of magnitude (rather than chronologically). LDCs are useful constructs employed in energy systems models to incorporate intra-annual dynamics related to the time-varying character of the load. We represent LDCs at the level of the fifteen grid regions with each grid region having its own LDC. Each LDC is divided into four segments (baseload, intermediate, sub-peak, and peak lod). The shape of the LDC in each grid region is determined by the share of loads and hours in each segment which are given as inputs into the model. We assume that the shape of the LDC is uniform across grid regions and does not change with time. With this representation, we are able to capture two key dynamics observed in real-world power systems. First, some power plants are operated throughout the year while some others are operated only during peak hours because of economic trade-offs or resource availability. For example, coal and nuclear plants have high capital costs but low fuel costs whereas gas turbine plants have low capital costs but high fuel costs; hence gas turbine plants are usually operated only during peak hours whereas coal plants are typically operated throughout the year. In contrast, solar PV and CSP can generate only when the sun shines, which typically corresponds to the times of peak load whereas wind might blow throughout the day albeit there being more wind typically during night times when the load is lower, which could create incentive to store electricity. Thus, baseload power plants that are operated throughout the year not only serve the load during off-peak hours but also during peak hours. Second, during off-peak hours, electricity generation can be stored (for example, due to strong winds in during night times) and then sold back to the grid during peak hours. Grid-region specific assumptions about the shape of the LDC and dynamically changing shapes in response to stressors such as temperature changes are work in progress.
Next we describe creating the 51 state energy balance for the electric sector, starting with electricity generation. The EIA SEDS database represents hydrocarbon-fueled electricity only by fuel inputs to the electricity sector (EI in the SEDS database), with all other technologies represented only in terms of electricity output (EG). State-level thermal-electric efficiency is therefore not determinable from the data. As such, we apply the national average electric generation efficiency by fuel (calculated from the IEA energy balance data) to all states. Calibration of the state-level generation sectors corresponding to the load segments is a challenge because hourly data on generation by fuel does not exist (to the best of our knowledge). Hence, we first allocate generation by fuel to the generation segments by employing a heuristic approach based on the notion that total demand for electricity in each horizontal segment should equal the supply from each segment. Further, we calculate the share of each fuel in the generation segments at the grid region level and assume the same shares for all states within a grid region.
At this stage we have estimated total electricity generation from central production as well as CHP by state. Together these constitute the input to the GCAM “electricity net ownuse” sector, equal to total net generation, including electricity consumed on-site. The next step is to subtract each state’s own use of electricity. Own use of electricity is disaggregated to states on the basis of the “Direct Use” by states in the EIA, 2008b, Table A1: Selected Electric Industry Summary Statistics by State, 2008. As with all other sectors, the GCAM USA region’s total for electricity ownuse is disaggregated to states according to each state’s share in the table cited above. By subtracting own use, we then have the output of the electricity_net_ownuse sector in each state, which is the net input into the electricity transmission and distribution grid.
Finally we estimate electricity losses with in each state. EIA SEDS presents estimates of energy losses in transmission and distribution. The method for calculating the coefficient for electricity is to first add up all of the demands of electricity by all sectors: refining, electricity, buildings, industry, and transportation. Then the electricity T&D energy losses are added in, with the total of all the state estimates scaled to match the IEA’s whole-US estimates of electricity distribution losses.
Technology cost and efficiency assumptions in GCAM-USA are the same as the global version of GCAM except for capital cost assumptions of coal, natural gas, nuclear, wind, PV, and CSP technologies. The assumptions for these technologies are reflective of up-to-date knowledge on cost trajectories. These assumptions are based on the Base Case scenario presented in the Energy CO2 Emissions Impacts of Clean Energy Technology Innovation and Policy report (DOE 2017) and are included in our reference scenario. In addition to updating capital costs, we also include the investment tax credit (ITC) and production tax credit (PTC) for certain generation technologies (see Mai et al. 2016 and Iyer et al., 2017).
GCAM-USA includes state-specific assumptions for power sector coal retirements. We incorporate state-specific coal retirements by explicitly tracking coal vintages by state. Our coal retirement assumptions proceed in the following steps: First, we split 2010 coal generation into two components. The first component represents the fractional reduction in coal power generation for each state from 2010 to 2015. This component is forced to retire completely in 2015. The motivation for this step is to match historical coal retirements that were driven by various factors including the sustained low-gas prices driven by shale gas development and policy changes such as the USA EPA’s Mercury and Air Toxics Standards (MATS). We then split the second component into 5-year vintage bins corresponding to units operating in 2015 (not 2010; assuming that 2010 capacity = 2015 capacity + retirement between 2010 and 2015 + 0 investment. The second term in the right-hand side is captured in the first component explained above). The split is done using generator (or unit) level data from EIA’s Form 860 and Form 923. We use retirement year information in the above data-sets along with exogenous assumptions about the lifetimes of units without retirement information to calculate capacity-weighted lifetimes by vintage bin and state. We make the following assumptions for units without retirement year information. For units built before 1970, we assume that the lifetime for units without retirement information equals the national average lifetime of units retired to date in that vintage bin. For units built after 1970, we assume a lifetime of 70 years from the year of operation. We then create new coal technologies corresponding to the vintage bins and allocate the total coal generation in the second component in 2010 across these technologies based on the share of each vintage bin in a state. We also read in smooth (s-curve) retirement functions and profit shut-down decider functions for the new coal-vintage technologies.
GCAM-USA includes state-specific retirement assumptions for existing nuclear power plants. We use data on plant-level generation and retirement obtained from various sources including planned retirement dates from the Nuclear Regulatory Commission (NRC). Nuclear power plant lifetimes are based on their operating license. Most plants have had license extension from 40 to 60 years, so they have 60-year lifetimes. Others that have not had extensions or have chosen not to apply for new licenses have 40-year lifetimes. This data is available from the Nuclear Regulatory Commission (NRC) and is used to come up with future generation trajectories for nuclear plants operating in 2010. The plant-level trajectories are aggregated to the state-level and the parameters of the s-curve retirement function are estimated by fitting the curve to the data.
For electricity trade between states we group states roughly into the 13 NEMS Electricity Market Module Regions (EIA 2010) plus Alaska and Hawaii. Whereby states within the same sub-region can trade freely within that sub-region, trade between regions may be limited.
Modeled electricity markets based on NEMS.
In GCAM-USA, every state has separate sectors for oil refining, biomass to liquids (BTL), gas to liquids (GTL), and coal to liquids (CTL) that create logit-competition across specific technologies. The refining sector in the USA region then creates a logit-competition across states.
In the EIA’s state-level data, refinery energy use is tracked under the industrial sector, with nothing to distinguish it from the remainder of the sector except that it is the only part of the industrial sector that consumes raw crude oil, which is a fuel commodity in SEDS. The amount of crude oil consumed by the industrial sector in the EIA database is therefore used as the basis for disaggregation of the national estimates for inputs and outputs of crude oil refining. We assume the same refinery input-output coefficients in all states (i.e., the same amounts of gas, electricity, and crude oil consumed per unit of refined liquids produced); therefore, given the amount of crude oil consumed as energy by the industrial sector (i.e., petroleum refineries) in each state, we can calculate the amount of electricity and gas consumed, and the amount of refined liquid products produced. The calculated amounts of gas and electricity that are inputs to refineries in each state are then deducted from the balance of the industrial sector’s energy consumption.
For biomass liquids, the energy output (biofuel production) for the whole USA is disaggregated among states according to each state’s share of production, using EIA (2014b) for biodiesel, and the SEDS inventory for ethanol production, which is estimated to scale with reported “biofuels energy losses and co-products.” Note that the biofuel feedstocks (corn kernels, soybean oil) are considered as agricultural commodities (i.e., not as energy commodities), and as such are not modeled at the state level in GCAM-USA. The only EIA fuels considered as biomass are wood and waste, neither of which are modeled as feedstocks for liquid biofuels in the historical calibration years. However, the biofuel production processes are modeled as consumers of natural gas and electricity; these quantities are calculated from the state-level production volumes using exogenous input-output coefficients, and deducted from the balance of the industrial sector.
Liquid fuels used as industrial feedstocks for the whole nation are then disaggregated to states on the basis of the sum of asphalt and petrochemical feedstocks consumption in each state. Natural gas used as feedstocks (i.e., used for non-energy purposes) is not explicitly accounted in the EIA SEDS database. This is not surprising as (a) unlike liquid fuels, there is nothing different about the natural gas used as feedstocks from that used for energy, and (b) the characterization of gas as “feedstock” as opposed to “energy” is a difficult one which is only done post-hoc based on product yields, and only in some energy inventories. Moreover, in many cases (e.g. ammonia production, hydrogen production), even the “feedstock” uses of natural gas entail 100% release of fuel carbon as CO2. In any case, the IEA-based national estimate of natural gas feedstocks is disaggregated to states on the basis of each state’s share of the whole nation’s use of (liquid fuel) petrochemical feedstocks, which are used as a proxy for the size of the chemicals industry in each state. This amount of gas is then deducted from the SEDS estimate of industrial energy use of gas in each state. Note also that most of the natural gas “feedstocks” in the US (estimated in the IEA Energy Balances) are for ammonia production; see IEA (2009) for a description of the accounting methods. Because ammonia production is explicitly modeled, this national estimate of natural gas feedstocks in GCAM is considerably lower than the number in the IEA Energy Balances.
Renewable energy resources are modeled at the state level. Renewable technologies include a separation between state-specific resource cost curves, which represent marginal costs that increase with deployment, plus technology capital costs that are the same in all states, but whose costs are levelized in the model with state-specific capacity factors. The escalation of the supply curve reflects reducing capacity factors as the most optimal locations are used first. Wind, utility-scale PV and CSP curves are developed from Eurek et al. 2016. Geothermal resources are from Lopez A, et al. 14. Supply curves for residential rooftop PV are obtained from Denholm and Margolis 15. As in rest of GCAM, we model hydropower generation as an exogenous output. Our exogenous output assumptions are developed to i.) match state-level hydro outputs in 2015 to actual generation in 2015 and ii.) align long-term hydro generation with AEO-2018 projections. Specifically, we obtain 2015 state-level fixed outputs by applying growth rates to 2010 fixed outputs based on historical data from EIA. We then use national level hydropower generation projections from AEO-2018 and apply national growth-rates to all states for model years beyond 2015. Beyond 2050, we assume constant outputs through 2100.
The depiction of the grid-region-specific graded CO2 transport storage cost curves reflect adjusted per-ton project costs for CO2 transport and geologic storage as based on the methodology developed by Dahowski et al. (2011); Dahowski et al. (2005); Dahowski et al. (2010). The costs shown in the figure include site characterization, capital and operations and maintenance costs associated with CO2 injection into suitable deep geologic reservoirs, and costs for required measurement, monitoring and verification technologies as well as other costs associated with regulatory compliance. These values do not include the cost of CO2 capture and compression to pipeline pressures, which are accounted for at the level of the technologies of emissions-producing activities that are equipped to perform CO2 capture. CO2 storage is aggregated to the same sub-regional markets as electricity to allow for some cross state border trade in CO2.
The region-specific CO2 transport and storage cost curves for the U.S. were developed using a cost-optimized source-sink matching algorithm designed to model globally optimal CCS deployment (again, less the cost of CO2 capture and compression) across the modeled domain. Each point on the resulting cost curves represents a single source-sink pair with a single average per-ton cost over the first 20-year timestep of the analysis (see Dahowski et al., 2005; Dahowski et al., 2010 for the rationale for this 20-year time step and its significance for these CO2 transport and storage cost curves). Source-sink pairs were derived using both spatial and economic criteria based on a set of 2017 large anthropogenic CO2 point sources and 326 individual geologic storage reservoirs within the US (Dahowski et al., 2011). As shown in this earlier published research, the average per ton cost of CO2 transport and storage would increase in the future as the capacity of low cost, value-added geologic CO2 storage reservoirs are preferentially consumed ahead of non-value added geologic storage reservoirs. The cost-curves are implemented within GCAM-USA as exhaustible resources, so once low-cost storage sites are used, higher cost sites must be used.
In keeping with the US electricity-specific CCS modeling presented in Wise et al. (2007), the CO2 transport and storage cost curves represented in this analysis have been adjusted to account for the fact that the cost of CO2 capture can vary by an order of magnitude for the different CO2 sources modeled to generate the raw region specific CO2 transport and storage cost (i.e., a natural gas processing plant generates a virtually pure stream of CO2 that can be captured - already dehydrated and compressed - for a cost of less than $10/tonCO2, while an older and relatively small pulverized coal plant could see capture costs well above $50/tonCO2) and which kinds of CO2 point sources get to access what kinds of geologic storage reservoirs is influenced strongly by the capture costs. Therefore, without the sort of adjustments performed, the raw region-specific CO2 transport and storage curves would present an unrealistically low representation of the net cost of CO2 transport and storage likely to be experienced by large stationary CO2 point sources like coal, natural gas, and biomass fired power plants and refineries, which are the anthropogenic CO2 sources that are modeled specifically in GCAM-USA.
Carbon storage potential by electricity market.
Bureau of Economic Analysis, GDP by State, June 2, 2009. (http://www.bea.gov/newsreleases/regional/gdp_state/2009/gsp0609.htm)
U.S. Energy Information Agency (EIA 2008a) Annual Energy Outlook 2008 With Projections to 2030. DOE/EIA-0383(2008).
U.S. Energy Information Agency (EIA 2008b) State Energy Profile 2008 (http://www.eia.doe.gov/cneaf/electricity/st_profiles/sep2008.pdf).
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