Solve Ordinary differential equations systems
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Updated
Oct 27, 2019 - Fortran
Solve Ordinary differential equations systems
A 2D transient heat transfer model to predict the electrical power output of a TEG system on a car.
Repository of numerical models for pseudo-forecasting of induced and natural seismicity in the Hengill geothermal field. Developed in the framework of the COSEISMIQ project http://www.coseismiq.ethz.ch/en/home/ by Antonio P. Rinaldi, Shyam Nandan and Vanille A. Ritz
Fluid Universal Modeling Environment
Hydraulic and thermal models of the Sydney Basin
Prey-predator simulator based on a multi-agent environment.
This project investigates the nature of black hole singularities and the fate of an infalling observer. We explore the existence of strong and weak singularities, challenging the prevailing notion of a singularity as an unavoidable annihilation point.
Numerical Modelling assignment on convection-diffusion equation.
Numerical simulator for lid driven flow problem (Incompressible Navier Stokes Equation)
Practical works for Numerical Modeling class at UNIGE.ch
Open platform for dynamical cores
one of the hardest project I took part on: NUMERICAL MODELLING of a District Heating on MATLAB
Numerical Methods
Models with applications of numerical linear algebra
Scripts to reproduce figures for the paper
This project aims to optimize the accuracy of critical size estimations by understanding and minimizing statistical fluctuations and transient effects. Once an optimal strategy is devised, the focus shifts to implementing a cylindrical geometry with a height equal to the radius and using the Monte Carlo code to estimate the critical length.
This project investigated the behavior of a nonlinear harmonic oscillator solver and explained the observed loss of accuracy under certain conditions. It extended a linear harmonic oscillator solver to a nonlinear counterpart using the model 'Method of Manufactured Solutions'.
Solves the diffusion equation in 1 or 2 dimensions.
Semiconductor Sensor Simulation
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