Linear complementarity problems (LCPs) have for many years been used in physics-based animation to model contact forces between rigid bodies in contact. More recently, LCPs have found their way into the realm of fluid dynamics. Here, LCPs are used to model boundary conditions with fluid-wall contacts. LCPs have also started to appear in deformable models and granular simulations. There is an increasing need for numerical methods to solve the resulting LCPs with all these new applications. This book provides a numerical foundation for such methods, especially suited for use in computer graphics. This book is mainly intended for a researcher/Ph.D. student/post-doc/professor who wants to study the algorithms and do more work/research in this a...
A large number of problems in different disciplines lead to complementarity problems. This is the ca...
A mass-conserving formulation of the Reynolds equation has been recently developed using the concept...
In many mechanical systems there are nonlinearities of clearance type. This type of nonlinearity oft...
Simulating (elastically) deformable models that can collide with each other and with the environment...
Abstract — In this paper, we focus on naturally incorporating contact modes estimation in a dynamica...
We present a multigrid method for solving the linear complementarity problem (LCP) resulting from di...
Many engineering applications require fast and accurate mixed linear complementarity problem (MLCP) ...
In this article, the non-smooth contact dynamics of multi-body systems is formulated as a complement...
Complementarity formulations are a promising approach for solving dynamic multi-rigid-body contact p...
The dynamics of multibody systems with many contacts are frequently formulated as a Linear Complemen...
We present a novel approach to handling frictional contacts for deformable body simulations. Our con...
Simulation of large-scale multibody systems with unilateral contacts requires formulations with whic...
The simulation of multibody systems with rigid contacts entails the solution of nonsmooth equations ...
In this paper, we present a new approach in order to solve the linear complementary problem noted (L...
We present techniques for constructing an interactive rigid body simulation system, and describe ou...
A large number of problems in different disciplines lead to complementarity problems. This is the ca...
A mass-conserving formulation of the Reynolds equation has been recently developed using the concept...
In many mechanical systems there are nonlinearities of clearance type. This type of nonlinearity oft...
Simulating (elastically) deformable models that can collide with each other and with the environment...
Abstract — In this paper, we focus on naturally incorporating contact modes estimation in a dynamica...
We present a multigrid method for solving the linear complementarity problem (LCP) resulting from di...
Many engineering applications require fast and accurate mixed linear complementarity problem (MLCP) ...
In this article, the non-smooth contact dynamics of multi-body systems is formulated as a complement...
Complementarity formulations are a promising approach for solving dynamic multi-rigid-body contact p...
The dynamics of multibody systems with many contacts are frequently formulated as a Linear Complemen...
We present a novel approach to handling frictional contacts for deformable body simulations. Our con...
Simulation of large-scale multibody systems with unilateral contacts requires formulations with whic...
The simulation of multibody systems with rigid contacts entails the solution of nonsmooth equations ...
In this paper, we present a new approach in order to solve the linear complementary problem noted (L...
We present techniques for constructing an interactive rigid body simulation system, and describe ou...
A large number of problems in different disciplines lead to complementarity problems. This is the ca...
A mass-conserving formulation of the Reynolds equation has been recently developed using the concept...
In many mechanical systems there are nonlinearities of clearance type. This type of nonlinearity oft...