Rank: 2517 based on 18 downloads (last 30 days) and 3 files submitted
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Gerd Steinebach

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FH Bonn-Rhein-Sieg

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Files Posted by Gerd View all
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Updated   File Tags Downloads
(last 30 days) 		Comments Rating
01 Sep 2006 ROCK4 explicit solver for stiff equations Author: Gerd Steinebach differential equation..., ode, solver, mathematics 2 1
  • 2.0
2.0 | 1 rating
01 Sep 2006 RODASP RODASP is a fourth order ROW-method for solving ODEs y'=f(t,y) and Index-1 DAE problems M y' = f(t,y Author: Gerd Steinebach differential equation..., ode, dae, solver, mathematics 1 0
06 Dec 2005 Screenshot Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach differential equation..., ode45, event function, pendulum, mathematics 15 1
  • 4.0
4.0 | 3 ratings
Comments and Ratings on Gerd's Files View all
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22 Apr 2011 Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach Leila
22 Jan 2010 Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach Hocaoglu, Elif
05 Jun 2008 ROCK4 explicit solver for stiff equations Author: Gerd Steinebach Tremont, Wally

It won't compile for me, it seems there is an error in the vertcat call.
17 Jan 2006 Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach B, A
03 Dec 2005 Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach Hartmann, Andreas

Nice idea, but has a bug. If you set for instance
IC=[-pi/2, -pi/2, 0, 0, pi/2] as initial conditions, the first two oscillations aren't correct.
Another nice feature would be an abritrary number of pendulums

Top Tags Applied by Gerd
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differential equations, mathematics, ode, solver, dae
Files Tagged by Gerd View all
  • 1 - 3 of
  • 3
Updated   File Tags Downloads
(last 30 days) 		Comments Rating
01 Sep 2006 ROCK4 explicit solver for stiff equations Author: Gerd Steinebach differential equation..., ode, solver, mathematics 2 1
  • 2.0
2.0 | 1 rating
01 Sep 2006 RODASP RODASP is a fourth order ROW-method for solving ODEs y'=f(t,y) and Index-1 DAE problems M y' = f(t,y Author: Gerd Steinebach differential equation..., ode, dae, solver, mathematics 1 0
06 Dec 2005 Screenshot Newton's Pendulum Simulation and animation of Newton's Pendulum Author: Gerd Steinebach differential equation..., ode45, event function, pendulum, mathematics 15 1
  • 4.0
4.0 | 3 ratings

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