--- license: mit --- # PowerDiT Dataset This repository contains processed power-system graph data for machine learning experiments on power-flow- and optimal-power-flow-related tasks. The data is generated with [**gridfm-datakit**](https://github.com/gridfm/gridfm-datakit) based on benchmark grid cases from [**PGLib**](https://github.com/power-grid-lib/pglib-opf), and then preprocessed into graph-structured samples. It is intended to be stored in the folders examples/data_processed/pf and examples/data_processed/opf. ## Overview The dataset consists of graph representations of electric power systems under a range of operating conditions and perturbations. Each sample corresponds to a power-grid state derived from a benchmark network case, with: - **nodes** representing buses - **edges** representing transmission lines - **node features** encoding electrical state, bus metadata, and generator properties. - **edge features** encoding electrical line parameters. The data is split into two different datasets: - **PF mode (Power Flow)** The samples are merely physically (power-flow) consistent with non-cost-optimal generations. - **OPF mode (Optimal Power Flow)** The samples are creating using an opf-solver such that generator setpoints are cost-optimal. ## Available data The processed dataset currently includes the following grid cases and sample counts: | grid | #buses | #gens | #lines | pf samples | opf samples | |---|---:|---:|---:|---:|---:| | case3_lmbd | 3 | 3 | 6 | 1,224,988 | 934,045 | | case5_pjm | 5 | 5 | 12 | 1,287,400 | 1,214,688 | | case14_ieee | 14 | 5 | 40 | 1,290,095 | 1,300,186 | | case24_ieee_rts | 24 | 33 | 76 | 1,290,126 | 1,301,982 | | case30_ieee | 30 | 6 | 82 | 1,300,680 | 1,296,767 | | case30_as | 30 | 6 | 82 | 1,300,200 | 1,284,562 | | case39_epri | 39 | 10 | 92 | 1,300,211 | 1,301,635 | | case57_ieee | 57 | 7 | 160 | 1,301,222 | 1,273,026 | | case60_c | 60 | 23 | 176 | 1,302,069 | 1,300,858 | | case73_ieee_rts | 73 | 99 | 240 | 1,300,405 | 1,301,531 | | case89_pegase | 89 | 12 | 420 | 654,591 | 1,483,225 | | case118_ieee | 118 | 54 | 372 | 1,300,742 | 1,301,781 | | case162_ieee_dtc | 162 | 12 | 568 | 1,046,318 | 181,038 | | case179_goc | 179 | 29 | 526 | 1,293,617 | 739,821 | | case197_snem | 197 | 35 | 572 | 1,301,323 | 1,391,101 | | case200_activ | 200 | 49 | 490 | 1,301,480 | 1,320,560 | | case240_pserc | 240 | 143 | 896 | 1,011,541 | 260,102 | | case300_ieee | 300 | 69 | 822 | 1,067,772 | 625,028 | | case500_goc | 500 | 224 | 1,466 | 1,018,707 | 543,710 | | case588_sdet | 588 | 167 | 1,372 | 1,427,568 | 622,209 | | case793_goc | 793 | 214 | 1,826 | 1,414,878 | 405,521 | ## What the data consists of At a high level, the dataset contains: - benchmark power-grid topologies - sampled and perturbed operating conditions - simulated physical solutions - graph-structured representations for ML ### Node features | # | Feature | Name | PF-PQ | PF-PV | PF-REF | OPF-PQ | OPF-PV | OPF-REF | SE-PQ | SE-PV | SE-REF | |---:|---|---|:---:|:---:|:---:|:---:|:---:|:---:|:---:|:---:|:---:| | 0 | P_d | Active load demand | I | I | I | I | I | I | M | M | M | | 1 | Q_d | Reactive load demand | I | I | I | I | I | I | M | M | M | | 2 | Q_g | Reactive generation | I | O | O | I | O | O | M | M | M | | 3 | V_m | Voltage magnitude | O | I | O | O | O | O | M | M | M | | 4 | V_a | Voltage angle | O | O | I | O | O | I | O | O | O | | 5 | PQ flag | PQ bus indicator | I | I | I | I | I | I | I | I | I | | 6 | PV flag | PV bus indicator | I | I | I | I | I | I | I | I | I | | 7 | REF flag | Slack bus indicator | I | I | I | I | I | I | I | I | I | | 8 | V_m^min | Min. voltage magnitude | -- | -- | -- | I | I | I | I | I | I | | 9 | V_m^max | Max. voltage magnitude | -- | -- | -- | I | I | I | I | I | I | | 10 | Q_g^min | Min. reactive generation | -- | -- | -- | I | I | I | I | I | I | | 11 | Q_g^max | Max. reactive generation | -- | -- | -- | I | I | I | I | I | I | | 12 | G_s | Shunt conductance | -- | -- | -- | I | I | I | I | I | I | | 13 | B_s | Shunt susceptance | -- | -- | -- | I | I | I | I | I | I | | 14 | V_n (kV) | Nominal voltage | -- | -- | -- | I | I | I | I | I | I | ### Generator features | # | Feature | Name | PF-PQ/PV | PF-REF | OPF | State Est. | |---:|---|---|:---:|:---:|:---:|:---:| | 0 | P_g | Active generation | I | O | O | M | | 1 | P_g^min | Min. active generation | -- | -- | I | I | | 2 | P_g^max | Max. active generation | -- | -- | I | I | | 3 | c_0 | Cost constant term | -- | -- | I | I | | 4 | c_1 | Cost linear coefficient | -- | -- | I | I | | 5 | c_2 | Cost quadratic coefficient | -- | -- | I | I | ### Edge features | # | Feature | Name | Power Flow | OPF | State Est. | |---:|---|---|:---:|:---:|:---:| | 0 | P_e | Active power flow | O | O | M | | 1 | Q_e | Reactive power flow | O | O | M | | 2 | Y_ff,r | From-from admittance (real) | I | I | I | | 3 | Y_ff,i | From-from admittance (imag.) | I | I | I | | 4 | Y_ft,r | From-to admittance (real) | I | I | I | | 5 | Y_ft,i | From-to admittance (imag.) | I | I | I | | 6 | tap | Transformer tap ratio | I | I | I | | 7 | theta_min | Min. angle difference | -- | I | I | | 8 | theta_max | Max. angle difference | -- | I | I | | 9 | rate_A | Thermal rating (MVA) | -- | I | I | - I = input feature - O = output / target feature - M = measured feature - -- = not used ## Data source The samples have been generated using **Gridfm-datakit** on the [**Future Technologies Partition**](https://www.nhr.kit.edu/userdocs/ftp/) on four intel sapphire rapids nodes. The underlying network cases (topologies and initial load and generation profiles) are based on **PGLib** benchmark systems, the perturbation framework is **Gridfm-datakit**. The preprocessing from **Gridfm-graphkit** has been adapted to allow for larger dataset sizes. ## Perturbations applied during data generation The data generation process in **gridfm-datakit** applies perturbations to create diverse operating conditions and topologies. The perturbation types include: ### 1. Load perturbations Load levels are randomly varied using a global scaling factor and local noise. ### 2. Topology and admittance perturbations N-k perturbations are used to randomly cut off buses or edges. We used k=1. Further, the resistance and reactance parameters are randomly scaled during the perturbation process. ### 3. Generation perturbations The generators are perturbed by changing their cost coefficients. In OPF-mode, the generator setpoints are recalculated with an opf-solver after topology and load perturbations have been applied. In PF-mode, an OPF-solver is only used BEFORE the perturbations. ## Preprocessing The raw power-system scenarios are preprocessed into a disk-backed heterogeneous graph format for efficient training and random access. ### Raw inputs The preprocessing pipeline starts from three parquet tables per dataset split: - `bus_data.parquet` - `gen_data.parquet` - `branch_data.parquet` Each row belongs to a specific `scenario`, and each scenario corresponds to one graph sample. ### Scenario validation and filtering Before graph construction, scenarios are validated for structural consistency. In particular, scenarios are removed if their bus indices are invalid, i.e. if: - bus IDs are duplicated, or - bus IDs are not consecutive from `0` to `N-1` This ensures that each scenario can be converted into a well-formed graph with a consistent node indexing scheme. ### Feature extraction The preprocessing selects fixed feature subsets for buses, generators, and branches. #### Bus features Bus node features include electrical state, bus type indicators, and operating constraints: - `Pd`, `Qd` - `Qg`, `Vm`, `Va` - `PQ`, `PV`, `REF` flags - `min_vm_pu`, `max_vm_pu` - `min_q_mvar`, `max_q_mvar` - `GS`, `BS` - `vn_kv` #### Generator features Generator node features include operating quantities and cost parameters: - `p_mw` - `min_p_mw`, `max_p_mw` - `cp0_eur`, `cp1_eur_per_mw`, `cp2_eur_per_mw2` - `in_service` #### Branch features Branch edge features include power-flow quantities, admittance terms, and branch constraints. For each physical branch, the preprocessing creates **two directed edges**: - one forward edge (`from_bus -> to_bus`) - one reverse edge (`to_bus -> from_bus`) The forward and reverse edges receive direction-specific attributes, e.g.: - forward: `pf`, `qf`, `Yff_*`, `Yft_*` - reverse: `pt`, `qt`, `Ytt_*`, `Ytf_*` Shared branch attributes include: - `tap` - `ang_min`, `ang_max` - `rate_a` - `br_status` ### Bus-level aggregation of generator limits Reactive power limits from generators are aggregated onto buses before graph construction. For each `(scenario, bus)`, the preprocessing sums: - `min_q_mvar` - `max_q_mvar` across all generators connected to that bus, and merges these totals into the bus feature table. This enriches bus nodes with bus-level reactive capability information. ### Target construction Task labels are derived from subsets of the selected features. - **Bus targets** are taken from the leading subset of bus features - **Generator targets** are taken from the leading subset of generator features - **Branch targets** are stored separately as edge-level flow quantities The exact interpretation of inputs and outputs depends on the downstream task (e.g. PF, OPF, state estimation, reconstruction). ### Heterogeneous graph construction Each scenario is converted into a `HeteroData` graph with: - **bus nodes** - **generator nodes** - **bus-to-bus edges** for physical branches - **generator-to-bus edges** - **bus-to-generator edges** This yields a heterogeneous graph representation that preserves both the electrical network structure and generator attachment structure. ### Storage format Instead of storing one file per scenario, the processed dataset is written into a small number of large NumPy memory-mapped arrays (`memmap`). This avoids metadata overhead on large cluster file systems and enables efficient random access. The processed directory contains arrays such as: - `bus_x.npy`, `bus_y.npy` - `gen_x.npy`, `gen_y.npy` - `edge_index.npy`, `edge_attr.npy`, `edge_y.npy` - `gen_bus_ei.npy`, `bus_gen_ei.npy` along with an `index.pt` file containing per-scenario offsets. Using these offsets, a single scenario can be loaded without materializing the full dataset in memory. ### Runtime loading and normalization When a sample is accessed: 1. the corresponding slices are read from the memmap arrays, 2. a PyTorch Geometric `HeteroData` object is reconstructed, 3. edge indices are converted into PyG format, 4. feature normalization is applied at access time. Normalization is therefore **not baked into the stored arrays**, but applied dynamically during dataset loading.