We formulate and analyze a Nitsche-type algorithm for frictional contact problems. The method is derived from, and analyzed as, a stabilized finite element method and shown to be quasi-optimal, as well as suitable as an adaptive scheme through an a posteriori error analysis. The a posteriori error indicators are validated in a numerical experiment.

翻译：我们为摩擦接触问题制定并分析一种尼采型算法。 这种方法取自一个稳定的有限元素方法,并被分析为一种稳定的有限元素方法,并被证明是准最佳的,并且通过事后错误分析而作为一种适应性方案是合适的。 事后错误指标在数值实验中被验证。