Comparisons of the Semi-Smooth Newton Method for Solving Contact Problems in 2D and 3D

机译：半平滑牛顿方法的比较解决2D和3D的接触问题

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The semi-smooth Newton method is used for solving contact problems with the Tresca friction in 2D and 3D. The implementations related to the active set optimization algorithms are shown. Numerical experiments illustrate theoretical results.

机译：半平滑牛顿方法用于解决2D和3D的Tresca摩擦的接触问题。示出了与活动集优化算法相关的实现。数值实验说明了理论结果。

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《International Conference of Numerical Analysis and Applied Mathematics》|2017年|various paging|共4页
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Kristina Motyckova; Radek Kucera; Alexandros Markopoulos; Vaclav Satek;
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中图分类计量学;
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专利

1. Semi-Smooth Newton Method for Solving 2D Contact Problems with Tresca and Coulomb Friction [J] . Advances in Electrical and Electronic Engineering . 2013,第3期

机译：用Tresca和库仑摩擦求解二维接触问题的半光滑牛顿法
2. The R-linear convergence rate of an algorithm arising from the semi-smooth Newton method applied to 2D contact problems with friction [J] . Kucera Radek, Motyckova Kristina, Markopoulos Alexandros Computational optimization and applications . 2015,第2期

机译：由半光滑牛顿法产生的算法的R线性收敛速度，适用于摩擦的二维接触问题
3. On the inexact symmetrized globally convergent semi-smooth Newton method for 3D contact problems with Tresca friction: the R-linear convergence rate [J] . Optimization methods & software . 2020,第1a3期

机译：Tresca摩擦与三维接触问题的不精确对称全局收敛半平稳方法：R-LINEAR收敛速率
4. Comparisons of the Semi-Smooth Newton Method for Solving Contact Problems in 2D and 3D [C] . Kristina Motyckova, Radek Kucera, Alexandros Markopoulos, International Conference of Numerical Analysis and Applied Mathematics . 2017

机译：半平滑牛顿方法的比较解决2D和3D的接触问题
5. Contact representations of graphs in 2D and 3D [D] . Alam, Muhammad Jawaherul 2015

机译：图形在2D和3D中的接触表示
6. A comparison between 2D and 3D methods of quantifying facial morphology [O] . IY Anas, BO Bamgbose, Saleh Nuhu 2019

机译：2D和3D量化面部形态的方法之间的比较
7. Semi-smooth Newton method for solving 2D contact problems with Tresca and Coulomb friction [O] . Motyčková Kristina, Kučera Radek 2013

机译：用Tresca和库仑摩擦力解决二维接触问题的半光滑牛顿法
8. Semi-smooth Newton Methods for Time-Optimal Control for a Class of ODEs [R] . Ito, K., Kunisch, K. 2010

机译：一类ODE时间最优控制的半光滑牛顿法

Comparisons of the Semi-Smooth Newton Method for Solving Contact Problems in 2D and 3D

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