The point collocation method of finite spheres (PCMFS) is used to model the hyperelastic response of soft biological tissue in real time within the framework of virtual surgery simulation. The proper orthogonal decomposition (POD) model order reduction (MOR) technique was used to achieve reduced-order model of the problem, minimizing computational cost. The PCMFS is a physics-based meshfree numerical technique for real-time simulation of surgical procedures where the approximation functions are applied directly on the strong form of the boundary value problem without the need for integration, increasing computational efficiency. Since computational speed has a significant role in simulation of surgical procedures, the proposed technique was...
We introduce here a novel approach for the numerical simulation of non-linear, hyperelastic soft tis...
Non-linear models used in dynamic simulations usually require the solution of multiple large and spa...
We propose an efficient numerical algorithm for computing deformations of “very ” soft tissues (such...
The point collocation method of finite spheres (PCMFS) is used to model the hyperelastic response of...
The point collocation method of finite spheres (PCMFS) is used to model the hyperelastic response of...
Interactive (that with haptic feedback) simulation of surgery needs for increasingly fast simulation...
International audienceNumerical simulation of surgery cutting in real time is a challenging issue. T...
International audienceWe introduce here a novel approach for the numerical simulation of nonlinear, ...
We present a reduced order finite element (FE) algorithm suitable for real-time nonlinear simulation...
International audienceModel reduction techniques have shown to constitute a valuable tool for real-t...
International audienceIn this paper we introduce a new technique for the real-time simulation of non...
Virtual reality simulations of surgical procedures allow such procedures to be practiced on comput...
International audienceModel reduction techniques have shown to constitute a valuable tool for real-t...
This paper presents a study on physically based modeling and simulation of soft tissue deformation, ...
This paper presents a numerical method for interactive (real-time) simulations, which considerably i...
We introduce here a novel approach for the numerical simulation of non-linear, hyperelastic soft tis...
Non-linear models used in dynamic simulations usually require the solution of multiple large and spa...
We propose an efficient numerical algorithm for computing deformations of “very ” soft tissues (such...
The point collocation method of finite spheres (PCMFS) is used to model the hyperelastic response of...
The point collocation method of finite spheres (PCMFS) is used to model the hyperelastic response of...
Interactive (that with haptic feedback) simulation of surgery needs for increasingly fast simulation...
International audienceNumerical simulation of surgery cutting in real time is a challenging issue. T...
International audienceWe introduce here a novel approach for the numerical simulation of nonlinear, ...
We present a reduced order finite element (FE) algorithm suitable for real-time nonlinear simulation...
International audienceModel reduction techniques have shown to constitute a valuable tool for real-t...
International audienceIn this paper we introduce a new technique for the real-time simulation of non...
Virtual reality simulations of surgical procedures allow such procedures to be practiced on comput...
International audienceModel reduction techniques have shown to constitute a valuable tool for real-t...
This paper presents a study on physically based modeling and simulation of soft tissue deformation, ...
This paper presents a numerical method for interactive (real-time) simulations, which considerably i...
We introduce here a novel approach for the numerical simulation of non-linear, hyperelastic soft tis...
Non-linear models used in dynamic simulations usually require the solution of multiple large and spa...
We propose an efficient numerical algorithm for computing deformations of “very ” soft tissues (such...