Software
The GB grid, solved.
Two solved grids from GridSim's full-history Newton–Raphson power flow, both reconstructed purely from public data (2001–2026): a reduced model solved every second, and a full 2,227-bus UK network solved across the half-hourly periods.
GridSim replays a quarter-century of published GB grid data and solves the network state behind it. It does this at two fidelities — a fast reduced model for the whole second-by-second record, and a full 2,227-bus solve for detailed network snapshots. Both are on the data lake; the per-second grid is also downloadable a day at a time, below.
- Cadence every second
- Converged 100.0000%
- Rows / day 86,400
- Coverage 2001–2026
- Validation pandapower ~1e-12
- Buses 2,227
- Network solves 3,018
- Cadence ~1 / day *
- Coverage 2001–2026
- Per solve V, angle, line load
* Model B runs one full 2,227-bus solve per day, each ~30 minutes earlier than the last, so over time it sweeps all 48 half-hourly settlement periods. 3,018 network solves × 2,227 buses = 6,721,086 bus-level results. It grows as new snapshots are added.
Download the per-second grid, a day at a time
Model A only. Pick a UTC date and get that whole day as one CSV — the smallest useful slice, not one giant file.
What's in the per-second grid (Model A)
One row per second of the reduced 10-zone GB model — the converged operating point:
e.g. /download/gb/solves/day?date=2019-01-09 returns every second of 9 January 2019. Times are UTC; converged is True throughout the published record.
The full 2,227-bus UK solve (Model B)
Where Model A trades detail for a solve every second, Model B keeps the whole 2,227-bus GB transmission network and solves a full power flow for a chosen half-hour each day. Each solve stores the complete network state, split across parquet tables on the lake:
3,018 full-network solves so far (2001–2026), each ~30 minutes offset from the last so the set walks through every half-hourly period over time — 6,721,086 bus-level solutions in total, and growing. Get it by mounting the data lake and reading GDA-SOLVES/full-uk/.