Models / PyPSA-USA ISO-NE

An open production-cost model of the ISO New England market: full-year 2025 dispatch of the real six-state fleet at 3-hourly resolution, in Convexity and PyPSA format.

License: MIT
Repository
licenseMITproblemLP

Overview

An open model of the ISO New England (ISO-NE) power system across the six New England states (6 ReEDS zones), modelling 2025 dispatch and production cost at 3-hourly resolution. It is carved from the Eastern Interconnection and derived from the open-source PyPSA-USA toolchain (more flexibly configurable through its full workflow); we host a ready-to-run 2025 model here for free, in Convexity .db and PyPSA .nc formats.

Model

A production-cost (historical back-cast) of the ISO-NE market for 2025 at 3-hourly resolution:

  • Fleet — every operable generating unit from the latest EIA record (EIA-860 2024 final plus EIA-860M 2025 monthlies, so 2025 build-out is included), placed at its true coordinates.
  • Renewables — wind and solar capacity factors from ERA5 reanalysis (2025 weather), mapped to each bus.
  • Demand — hourly EIA-930 / GridEmissions actuals for the balancing authority.
  • Dispatch — an economic-dispatch LP (coal on a must-run floor; no unit commitment yet), fixed transmission, load-shedding priced at value of lost load, solved with MOSEK.

New England imports power from Hydro-Québec; those imports are not explicitly modelled, so day-ahead LMP is a better benchmark than per-fuel dispatch. It is a research-grade back-cast: indicative, not settlement-grade. Without unit commitment the energy-only LP over-dispatches coal slightly and under-represents biomass and waste; unit fuel costs and heat rates are held at 2024 (no 2025 EIA-923 yet), and wholesale-price validation is deferred.

A one-week demo of the 2025 model opens in Convexity and solves in about two minutes in the browser.

Sources

  • Fleet & demand: EIA-860 / EIA-923 / EIA-930 (US Energy Information Administration, public domain).
  • Weather & renewables: ERA5 reanalysis (Copernicus / ECMWF); profiles via NREL GODEEEP.
  • Network & methodology: PyPSA-USA (MIT).
  • Solver: MOSEK.