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Stop vibe-debugging.
Plug Claude into your app's actual errors.
AppSignal's MCP server hands Claude, Cursor, or Zed your real errors, traces, and the deploy that shipped them. AI writes the fix; you review the diff.
The incompressible Navier-Stokes equations solver in 2D domains
CFD2D is open source software for Linux for solving the non-dimensionalized incompressible Navier-Stokes equations (NSE) inside an arbitrary two-dimensional domain inscribed in a unit square with Dirichlet and "do-nothing" boundary conditions. The space discretization is based on Finite Element Method (FEM) using an approximately uniform triangular mesh. The two choices of FE spaces are offered, these are of the so called MINI-element and of the Taylor-Hood element. The first element consists of continuous piecewise linears with a cubic bubble function for the velocity field, and the second of continuous piecewise quadratics for the same. ...
Optimizer for External Function Evaluation. Can handle function and least square minimization. Designed for external time consuming simulators (e.g. FEM simulator, Spice simulator). Can define parallel running tasks for gradient and line minimization
OCaml FEM provides a set of libraries to facilitate writing of finite element codes in OCaml (http://caml.inria.fr/). It provides uniform interaction with several meshers, examples of FEM code using Lacaml.
Tools/libraries: analytical and numerical mathematical methods in ODE, PDE, Vector Calculus, Linear Algebra, Probability and Statistics, Numerical Methods, FEM, DSP. The current file release libham1.0 is for Geometric Integration of Hamiltonian Systems w
Webfem is a JAVA/XML Web application for numerical (FEM) simulations. The Web architecture allows sharing on cluster of computers and grid computing. The Obj. Oriented design allows the users to add new elements,shape functions,partial differ. equations
Electrical Impedance Tomography and Diffusion based Optical Tomography Reconstruction Software. Currently we have Matlab tool kit to solve the forward problem for EIT in 2D using FEM and iterative regulaized inverse solvers.