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A stefan-signorini problem with gibbs-thomson law

机译:吉布斯-汤姆森定律的 stefan-signorini 问题

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A two-phase Stefan-Signorin problem with the Grbbs-Thomson law is considered m the spherical symmetric care We first prove the existence of a local-in-time classical solution and then rhow the nonexwtenca of a global-in-time classical solutions Finally we study the regularity of the classical solution and show that in general the fint derivate of the solution with respect to the tune vaiable does not continue up to both sides of the interfacs
机译:Grbbs-Thomson 定律的两相 Stefan-Signorin 问题被认为是球对称的 我们首先证明了时间局部经典解的存在,然后证明了时间全局经典解的非 exwtenca 最后,我们研究了经典解的规律性,并表明一般来说,解的fint导数相对于调谐虚用不会持续到界面的两侧

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