SNE: C12

A. Schiftner, F. Breitenecker

SNE 14(41/42), 2004, 49

Michael Wibmer

SNE 12(34), 2002, 34

Michael Wibmer

SNE 11(32/33), 2001, 53

W. Weidinger, D. Schachinger, G.Langs

SNE 11(32/33), 2001, 52

W. Weidinger, D. Schachinger, G.Lang

SNE 11(32/33), 2001, 51

Alexei Filippov, Alexei Kornev

SNE 11(32/33), 2001, 50

M. Willensdorfer, F. Breitenecker

SNE 11(31), 2001, 36

Christian Gotzel, Rüdiger Hohmann, Carsten Pöge, Jörg Schwerdt

SNE 11(31), 2001, 35

J. Scheikl

SNE 11(31), 2001, 34

Rüdiger Hohmann, Christian Gotzel, Carsten Pöge

SNE 10(29/30), 2000, 37

M. Lingl, F. Breitenecker

SNE 10(29/30), 2000, 36

Jürgen Wöckl

SNE 10(29/30), 2000, 35

M. Lingl

SNE 9(27), 1999, 39

Rüdiger Hohmann, Christian Gotzel, Carsten Pöge

SNE 9(27), 1999, 38

C12 - Collision Processes in Rows of Spheres

Definition

Comparison 12: Collision Processes in Rows of Spheres, Definition

Solutions

A directly Programmed Solution to ARGESIM Comparison 12 using Octave

C12 Spheres’ Collision – Maple, Numerical approach / hybrid simulation

C12 Spheres’ Collision – Dymola

C12 Spheres’ Collision - MATLAB

C12 Spheres’ Collision – AnyLogic

C12 Spheres’ Collision – AnyLogic

C12 Sphere’s Collision - FORTRAN

C12 Spheres’ Collision – SLX /LEDA

C12 Collision of Spheres – MATLAB/Simulink

C12 Sphere’s Collision – ACSL, Numerical-Analytical Simulation

C12 Sphere’s Collision – ACSL, Algorithmic Simulation

C12 Sphere’s Collision – MATLAB

Comparison 12 – MATLAB/SIMULINK, Continuous Approach – State Events

Comparison 12 - ACSL, Hybrid Approach