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OpenQuake Model Building Toolkit, a suite of tools for building components and analysing models for PSHA.
SPECFEM++ is a complete re-write of SPECFEM suite of packages (SPECFEM2D, SPECFEM3D, SPECFEM3D_GLOBE) using C++
GMPE-estimation implements a one-stage estimation algorithm to estimate ground-motion prediction equations (GMPE) with spatial correlation. It also quantifies the uncertainty of spatial correlation…
Tools and libraries for processing satellite images (push-broom, frame and push-frame), including rigorous sensor model (RSM) refinement, rational function model (RFM) refinement, orthorectificatio…
Parallel FEM for earthquake dynamic ruptures on geometrically complex fault systems and ground motions.
Strain rate modeling from GNSS velocity fields
Supporting calculations for the textbook Seismic Hazard and Risk Analysis
3D plotting and mesh analysis through a streamlined interface for the Visualization Toolkit (VTK)
Quadratic element linear elastic boundary elements in Julia
A flexible framework for solving PDEs with modern spectral methods.
An extended finite element method (XFEM) codes written in Fortran, visit http://phipsi.top for details.
module for a static coseismic slip inversion from GPS and InSAR data
A Python interface for the Generic Mapping Tools.
Slab2.0 is a three-dimensional compilation of global subduction geometries, separated into regional models for each major subduction zone.
🌍 Python package of VTK-based algorithms to analyze geoscientific data and models
Tools to convert geographic netcdf/GMT grd files, polygons, vectors, and earthquakes to VTK objects
vtkwrite writes 3D Matlab array into VTK file format
The Next Generation Attenuation Ground Motion Prediction Equations (2008)
A scientific software for the numerical simulation of seismic wave phenomena and earthquake dynamics
PyLith is a finite element code for the solution of dynamic and quasi-static tectonic deformation problems.
Wraps a grid entity providing access to interpolated XYZ values
2D orthogonal elliptic mesh generator which solves the Winslow partial differential equations