Mathematics in Finite Element Modeling of Computational Friction Contact Mechanics 2021–2022

In engineering practice, structures with identical components or parts are useful from several points of view: less information is needed to describe the system; designs can be conceptualized quicker and easier; made faster than during traditional complex assembly; finally, time achieve structure cost involved in manufacturing decrease. Additionally, subsequent maintenance this system then becomes easier cheaper. The aim Special Issue provide an opportunity for international researchers share review recent advances finite element modeling computational friction contact mechanics. Numerical mathematics, mechanical engineering, computer science, computers, etc. presents many challenges. method applied solid mechanics was designed by engineers simulate numerical models order reduce design costs prototypes, tests measurements. This initially validated only measurements but gave encouraging results. After discovery Sobolev spaces, abovementioned results were obtained, today, numerous working on improving method. Some applications include machine device design, civil aerospace automotive robotics, Frictional a phenomenon that has led research mechanics, composite material rigid body dynamics, A good simulation requires dynamics included formulation dynamic so approximation phenomena made. To solve these linear nonlinear systems, which often have non-differentiable terms, discontinuities, software considers high-performance methods computers high computing power needed. dedicated kind describing properties analysis structures. Discrete continuous static cases also considered. theoretical models, mathematical such as experimental methods, used studies. Machine building, automotive, main areas appear, they found most other fields. With Issue, we want disseminate knowledge among researchers, designers, manufacturers users exciting field.