Title 
Summary 
Primary Author 
Date 

Advanced Dynamics course computer simulated projects 
Ahmad Kolahi 
20050625 

Analog clock sync with the personal computer clock time 
Debashis Paul 
20070902 

Function trapz(a, b, n) approximates the integral of f(x) in the interval [a; b] using the trapezoidal composite rule. n is the number of subintervals. 
Alain kapitho 
20060120 

Uses dblquad to compute integrals with a function evaluating
to infinity at O(0,0). 
Andreas Klimke 
20011201 

GUI demo for numerical intergration of an improper
integral using different methods. 
M2TUM 
20030911 

This project simulate numerically the problem of cavity with moving top lid. The path of flow and distribution of velocities component and pressure inside the cavity is calculated. This program is written with SIMPLE algorithm in Matlab environment.

Ahmad Kolahi 
20050731 

This project simulate numerically the process of solution of orange droplet in a soup. Program is written in Matlab environment and uses a userfriendly interface to show the solution process versus time.

Ahmad Kolahi 
20050731 

A collection of mfiles dealing with numerical quadrature. 
Christof Schuette 
20030430 

Comparison of the accumulated quadrature formulas of type open Gauss with the ones of type closed NewtonCotes. 
Bernd Flemisch 
20020808 

Adaptive numerical evaluation of an integral. 
Rolf Krause 
19980222 

Solve Schroedinger equation for some sample molecules 
Ahmad Kolahi 
20050625 

Function simps(a, b, n) approximates the integral of f(x) using the composite Simpson rule. The user needs to specify f(x) as a subfunction at the bottom of the file 
Alain kapitho 
20060120 

A number of balls have random motion inside a rectangular area. There is no external force on this system. The ball have initial random velocity component and they collide with each other and either with walls. This program simulate this process and show 
Ahmad Kolahi 
20050731 

Advanced Dynamics, Problem of impulse to three bar with friction 
Ahmad Kolahi 
20050625 