Differential and Integral Equations
If nothing happens, download Xcode and try again. If nothing happens, download the GitHub extension for Visual Studio and try again. Siconos is an open-source scientific software primarily targeted at modeling and simulating nonsmooth dynamical systems:. Other applications are found in Systems and Control hybrid systems, differential inclusions, optimal control with state constraints , Optimization Complementarity systems and Variational inequalities , Fluid Mechanics, Computer Graphics, Read more about Siconos at the Siconos homepage.
Collection of low-level algorithms for solving optimization problems arising in the simulation of nonsmooth dynamical systems:.
Bifurcations in Nonsmooth Dynamical Systems
Library to add a controller to a simulation. For now almost all the implemented control schemes are based on sliding modes with an implicit discretization. Skip to content. Dismiss Join GitHub today GitHub is home to over 40 million developers working together to host and review code, manage projects, and build software together. Sign up.
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Non-smooth mechanics - Wikipedia
Launching Xcode Non-smooth mechanics is a modeling approach in mechanics which does not require the time evolutions of the positions and of the velocities to be smooth functions anymore. Due to possible impacts, the velocities of the mechanical system are even allowed to undergo jumps at certain time instants in order to fulfill the kinematical restrictions.
Consider for example a rigid model of a ball which falls on the ground. Just before the impact between ball and ground, the ball has non-vanishing pre-impact velocity.
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At the impact time instant, the velocity must jump to a post-impact velocity which is at least zero, or else penetration would occur. Non-smooth mechanical models are often used in contact dynamics. From Wikipedia, the free encyclopedia.
Numerical Methods for Nonsmooth Dynamical Systems. Applications in Mechanics and Electronics.
Stability analysis of non-smooth dynamical systems with an application to biomechanics
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