GitHub topics: modified-euler-method
victorluis22/metodos_numericos_eq_diferenciais
Repositório para os códigos da matéria de Métodos Numéricos para Equações Diferenciais IPRJ01-07584
Language: Jupyter Notebook - Size: 13.7 KB - Last synced at: about 1 year ago - Pushed at: about 1 year ago - Stars: 0 - Forks: 0
ruiawang/Numerical-Analysis-Algorithms
Implementations of various Algorithms used in Numerical Analysis, from root-finding up to gradient descent and numerically solving PDEs.
Language: MATLAB - Size: 24.4 KB - Last synced at: over 1 year ago - Pushed at: almost 2 years ago - Stars: 2 - Forks: 0
sagnik150699/Euler-s-Modified-Euler-s-Runga-Kutta-Methods
Numerical methods for ODEs in C: Implementations of Euler's, Modified Euler's, and Runge-Kutta methods. Ideal for students and researchers looking for efficient ODE solvers
Language: C - Size: 146 KB - Last synced at: over 1 year ago - Pushed at: over 1 year ago - Stars: 0 - Forks: 0
gulsoynes/Numeric-Methods-for-ODEs
This project is prepared as part of Computer Application in Engineering course and it contains algoritms for solution of ODEs. 1)Modified-Euler Method, 2)4th Order Runge-Kutta Method, 3)Third-Order Adams-Bashforth Method
Language: MATLAB - Size: 696 KB - Last synced at: almost 2 years ago - Pushed at: over 2 years ago - Stars: 0 - Forks: 0
shahzaibk23/Numerical-Computing-Python
Python implementation of Methods and Algorithm or Numerical Computing Course. You just have to Enter the input values from the question and All the iterations will be generated automatically.
Language: Jupyter Notebook - Size: 4.88 KB - Last synced at: about 2 years ago - Pushed at: almost 5 years ago - Stars: 2 - Forks: 0
sammylton/Numerical-Methods-in-FORTRAN
My codes for the courses of Computer Programming, and Numerical and Computational Physics at IITR
Language: Fortran - Size: 14.6 KB - Last synced at: about 2 years ago - Pushed at: over 5 years ago - Stars: 2 - Forks: 3
jamestkelly/is-my-coffee-cold-cli
This repository houses a simple program to calculate how long until a coffee in a given location changes its flavour palette. The program works by gathering supplied user information of their city, country, and coffee preference, then fetches the weather data for their supplied location. With the temperature data, the program then calculates in-line with Newton's law of cooling and the modified Euler method, how long the user has until their coffee becomes "cold" and changes its flavour palette.
Language: JavaScript - Size: 8.65 MB - Last synced at: over 2 years ago - Pushed at: over 2 years ago - Stars: 2 - Forks: 0
