NeuralPDE.jl and PINA

NeuralPDE.jl is a comprehensive Julia-native PINN framework integrated into the SciML ecosystem, while PINA is a Python-based alternative offering similar core functionality, making them direct competitors for solving differential equations with physics-informed neural networks across different language preferences.

NeuralPDE.jl
71
Verified
PINA
57
Established
Maintenance 20/25
Adoption 10/25
Maturity 16/25
Community 25/25
Maintenance 10/25
Adoption 10/25
Maturity 16/25
Community 21/25
Stars: 1,175
Forks: 235
Downloads:
Commits (30d): 37
Language: Julia
License:
Stars: 719
Forks: 95
Downloads:
Commits (30d): 0
Language: Python
License: MIT
No Package No Dependents
No Package No Dependents

About NeuralPDE.jl

SciML/NeuralPDE.jl

Physics-Informed Neural Networks (PINN) Solvers of (Partial) Differential Equations for Scientific Machine Learning (SciML) accelerated simulation

This tool helps scientists and engineers solve complex partial differential equations (PDEs) that describe physical phenomena, even when traditional methods struggle. You input your differential equations and boundary conditions, and it outputs a highly accurate numerical solution, often faster and with greater flexibility than conventional techniques. It's designed for researchers, modelers, and simulation specialists who need to understand and predict behavior in systems governed by differential equations, without needing deep expertise in advanced numerical solvers.

scientific-simulation computational-physics mathematical-modeling engineering-analysis numerical-methods

About PINA

mathLab/PINA

Physics-Informed Neural networks for Advanced modeling

This tool helps scientists and engineers build predictive models that adhere to known physical laws or integrate with existing data. You input your scientific problem, including any governing equations or experimental data, and it outputs a trained neural network that can simulate complex systems or make predictions while respecting physics. It's designed for researchers, computational scientists, and anyone working with scientific data and simulations.

computational-physics engineering-simulation mathematical-modeling scientific-machine-learning numerical-analysis

Scores updated daily from GitHub, PyPI, and npm data. How scores work