IEEE 123-Bus System A Matrix
System component matrix for IEEE 123 bus distribution system for dynamic simulations.
Engineering topics
Publications and source records attributed to Debnath, Suman [ORNL] (ORCID:0000000194517294).
System component matrix for IEEE 123 bus distribution system for dynamic simulations.
The dataset contains installation instructions for the EMT Workshop 2026 with a python script and PSCAD file for verification of installation for the participants.
These are files for the 2026 workshop edition of the
The code for the PESGM 2026 Paper Multi-Objective Optimization of Energy Storage Siting and Sizing Problem
Code of the journal paper "A quantum-classical hybrid framework for optimal energy storage systems planning"
Model developed for Type-3 Wind Turbine Generators in EMT Simulator REINTEGRATE
AC Grid source for testing standalone components in REINTEGRATE
A matrix for IEEE 39 bus system scaled to 100 times
Dataset for EMT simulation of IEEE 39-bus + IBL
Generates BTD matrices for analysis
This is the XML data and format for UPS supercomponent including subcomponents: Grid following inverter (GFL), Grid forming inverter (GFM), and dc-dc converter connected to the energy storage and the AI load.
This is a generic tester developed in c++ for testing the power electronics components and its controls in the power system.
IEEE39 with IBL modified system EMT dataset.
The code base is for testing the different power system components. The parameters are parsed from the main file.
This contains demos for EMT training at SPP.
The increasing complexity of power networks, driven by proliferation of inverters, presents analytical challenges that simplified models often fail to capture, necessitating Electromagnetic Transient (EMT) simulations. EMT models are represented as discretized differential-algebraic equations (DAEs), forming a linear system Ax = b that is computationally intensive to solve. Due to inherent sparsity of adjacency matrix A, distinct patterns emerge that, when accurately identified, enable efficient solver selection to minimize computation time. However, identifying ideal pattern is complicated by numerous reordering algorithms and limited structural insights. To address this, we introduce a Graph Convolutional Network (GCN) model for classifying sparse matrix patterns common in power system analysis. The model, achieving 96% test accuracy, is validated using PV plant models of 125 MW capacities connected to New England 39-bus transmission system (TS), and further scaled to a 4,992-bus network with 384 PV plants, yielding 191, 616 × 191, 616 sized A matrix. For all cases, the GCN model accurately identifies the matrix’s intrinsic sparse pattern, demonstrating its potential to enhance solver performance in EMT analysis.
Existing electromagnetic transient (EMT) simulation tools face challenges in accelerating EMT simulations, especially for very large-scale power networks. To tackle this issue, next generation EMT simulation tools such as RE-INTEGRATE EMT are being researched upon. Such tools should be equipped with automation capabilities and advanced numerical differential-algebraic equation (DAE) solvers. In this paper, the DAE solvers incorporated within the RE-INTEGRATE EMT simulation tool are discussed. In particular, a modified ODEINT-based DAE solver and the ARKODE solver from SUN-DIALS are leveraged within RE-INTEGRATE EMT. In addition, the automation implemented within RE-INTEGRATE EMT to automate the DAE generation (replacing the need of manual discretization and assembling DAEs) is discussed. Different use cases were implemented using the RE-INTEGRATE EMT tool and were validated with respect to baseline simulations.
This paper introduces an advanced input data processing layer for EMT simulations of large-scale bulk power systems. The paper proposes two versions of the RE-INTEGRATE EMT simulation tool, RE-INTEGRATE Gen-0 and RE-INTEGRATE Gen-1, which are developed to enhance simulation generalizability, scalability, and accuracy. The framework leverages a generic class design for components to incorporate linear equations, which are generated by discretizing the Differential-Algebraic Equations (DAEs) that represent the dynamics of the components. In addition, the framework employs a parsing algorithm that parses a power system’s raw and dyr files to generate a connectivity graph which is then traversed to form the overall system’s dynamics. The proposed input data processing layer is used to simulate the IEEE 39-bus test system. The obtained results demonstrate the framework’s capability to achieve simulation scalability and accuracy. Further, the results indicate that EMT simulations performed using the proposed automations can effectively handle complex grid configurations.