Search Results for "level set method"

GQGMC is a user level driver for interfacing a Linux host to GQ Electronic's GMC-300 geiger-muller counter. Written in C++, the driver provides an interface method for each of the capabilities of the GMC-300. A sample command line text only program and sample Qt based GUI program are provided.

This project concerns the design and implementation of an open-source flocking boids simulator, designed as a tool to analyze and characterize flock-like collective emerging behaviors. Each boid is conceived as an active agent and modelled by a point-mass approximation. Boid movements in a 3D space are guided by a set of elementary steering behaviors, each implemented as a force acting on the boid's point mass. Each boid is affected by interactions with both the environment and other boids. The set of considered behaviors are inspired by the well-known approach introduced in 1987 by C. W. Reynolds. The simulator delivers a 3D visual interface and provides as an output file all the instantaneous microscopic information related to each boid (positions and velocities over time), allowing in this way subsequent analysis, such as searching for synthetic and higher-level descriptions of collective behaviors, relying for instance on global network and meta-structural properties.

FSEM is a set of freeFEM++ scripts and C++ code to solve the drift-diffusion (DD) semiconductor device equations by the finite element method (FEM). It was initially developed for the nonlinear study of semiconductors under high optical injection.

Femke (Finite Element Method Kernel Engine) provides a basic set of tools for solving finite element method systems for windows (x86/x64). Femke can be compiled as static library, dynamic library and as managed wrapper library. This project depends heavily on (not included): - OpenCASCADE (2D/3D modelling) - NetGen (2D/3D meshing) - NgSolve (assembling of system marices) - GetFEM++ (assembling of system marices) - OpenBLAS (Optimized Linear Algebra Routines) - SparseSuite (Solving sparse matrices) - MuParser (Expression interpreter)