Pages that link to "Item:Q1972929"
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The following pages link to Formulation of spatial contact situations in rigid multibody systems (Q1972929):
Displaying 18 items.
- Energetic consistency conditions for standard impacts. I: Newton-type inequality impact laws and Kane's example (Q364062) (← links)
- Development of an asymptotic modeling methodology for tibio-femoral contact in multibody dynamic simulations of the human knee joint (Q364070) (← links)
- New second-order cone linear complementarity formulation and semi-smooth Newton algorithm for finite element analysis of 3D frictional contact problem (Q643932) (← links)
- Frictional contact analysis of spatial prismatic joints in multibody systems (Q649546) (← links)
- Bifurcational dynamics of a two-dimensional stick-slip system (Q691342) (← links)
- A contact force solution for non-colliding contact dynamics simulation (Q854794) (← links)
- Mathematical models and optimization problems for a class of multibodied homokinetic systems rotating about a fixed point (Q1144961) (← links)
- A set-valued force law for spatial Coulomb--Contensou friction. (Q1416512) (← links)
- Spatial formulation of elastic multibody systems with impulsive constraints (Q1594975) (← links)
- Investigation on dynamics performance of multibody system with rough surface (Q2109795) (← links)
- Simulating multibody dynamics with rough contact surfaces and run-in wear (Q2458295) (← links)
- Contacts in multibody systems (Q2761350) (← links)
- Tangens hyperbolicus approximations of the spatial model of friction coupled with rolling resistance (Q2843694) (← links)
- How to Improve Confidence in Calculations for Non-smooth Dynamical Systems (Q3110951) (← links)
- Time-discretized variational formulation of non-smooth frictional contact (Q4530129) (← links)
- Sliding and Crossing Dynamics in Extended Filippov Systems (Q4571159) (← links)
- The forward kinematics of dual rolling contact of one dual unit sphere on another with dual Darboux frame based equation (Q5073766) (← links)
- An augmented formulation for mechanincal systems with non-generalized coordinates: Application to rigid body contact problems (Q5931818) (← links)