Inverted Pendulum on a Moving Cart The simulation model is implemented using the full non-linear differential equations fashioned after the problem presented by Kwakernaak and Sivan (1972) with the difference that friction is added to the pivot that connects the pendulum to the cart.
Modelling Phase Changes of H2O The transient change in temperature is modelled by integrating a differential equation that describes the heat evolution over time.
The Lorenz Strange Attractor This model simulates the Lorenz Strange Attractor, which is an element of chaos theory. This diagram shows how small changes in initial conditions can result in a radically different function trajectory
Motion with Static Coulomb Friction This model simulates a unit mass puck on a sticky surface with static coulomb stiction and sliding friction. The puck is pushed back and forth by a harmonic forcing function.
"Due to its power, flexibility, ease-of-use, and low cost, VisSim has been Carrier's choice for system modeling, simulation, data acquisition, and rapid prototyping for over eight years." Mr. Richard Kolk - Manager Simulation & Control Technology
"For my current project, VisSim has allowed me to collapse my firmware development time from months down to about a week. It is almost impossible to overstate the importance of VisSim to my development time-table." -Greg Gottschalk Electrical Engineer
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