Numerical Methods Tools
by Chato solutions
A collection of numerical methods
App Name | Numerical Methods Tools |
---|---|
Developer | Chato solutions |
Category | Education |
Download Size | 7 MB |
Latest Version | 1.2-free |
Average Rating | 3.40 |
Rating Count | 49 |
Google Play | Download |
AppBrain | Download Numerical Methods Tools Android app |
Numerical Methods Tool have a collection of tools useful for any engineering student of any person interesed in numerical methods.
You can use 3 differents interpolation methods:
-Lineal
-Bilineal
-Cuadratic
Youcan use root finding methods: bisection, the secant method, false position and Newton_raphson method
You can do numerical differentiation of functions with the 3 typical finite difference methods: Backward, Forward and Centered.
You can do numerical integrations of function with 4 diferents methods: rectangle, midpoint, trapezoidal and Simpson, you just need a function, the limits and the number of intervals.
and you can use special functions:
- Gamma function
- Beta function
- Sine and Cosine integral function
- Laguerre Polynomials
- Hermite Polynomials
and solve Ordinary differential equations with three methods:
- Euler method
- Second-Order Runge-Kutta method
- Fourth-Order Runge-Kutta method
You can use 3 differents interpolation methods:
-Lineal
-Bilineal
-Cuadratic
Youcan use root finding methods: bisection, the secant method, false position and Newton_raphson method
You can do numerical differentiation of functions with the 3 typical finite difference methods: Backward, Forward and Centered.
You can do numerical integrations of function with 4 diferents methods: rectangle, midpoint, trapezoidal and Simpson, you just need a function, the limits and the number of intervals.
and you can use special functions:
- Gamma function
- Beta function
- Sine and Cosine integral function
- Laguerre Polynomials
- Hermite Polynomials
and solve Ordinary differential equations with three methods:
- Euler method
- Second-Order Runge-Kutta method
- Fourth-Order Runge-Kutta method