单词 mean curvature 释义 BETA

Examples ofmean curvature

Dictionary> Examples ofmean curvaturemean curvatureisn’t in the Cambridge Dictionary yet. You can help!Add a definitionThe solid lines are the asymptotic result given by (2.14) and the dashed lines are the numerical results from area-preservingmeancurvaturemotion (1.3).From theCambridge English CorpusThe main feature ofmeancurvatureflow is its area-decreasing property, which is a consequence of the following result.From theCambridge English CorpusWe are now in position to look at the regularized level setmeancurvatureflow problem as a problem for graphs.From theCambridge English CorpusWe have run numerical tests for anisotropicmeancurvatureflow of graphs.From theCambridge English CorpusIn the radial situation, explicit solutions for a situation in whichmeancurvatureflow is coupled to elasticity are presented.From theCambridge English CorpusThis is not possible if we consider puremeancurvatureflow that always leads to shrinking inclusions.From theCambridge English CorpusA curved interface (or, more precisely, an interface with a non-zeromeancurvature) will tend to move in order to reduce its interfacial energy.From theCambridge English CorpusA parametrized curve evolving bymeancurvaturecan evolve smoothly from this configuration.From theCambridge English CorpusThis relation will be very important for the numerical treatment ofmeancurvatureflow.From theCambridge English CorpusFor this reason, the level set approach has also become very important in the numerical approximation ofmeancurvatureflow and related problems.From theCambridge English CorpusThe area-preservingmeancurvatureflow predicts that a semi-circular interface is stationary when it is attached to a flat segment of the boundary.From theCambridge English CorpusHowever, for the averagedmeancurvatureflow the behaviour is different.From theCambridge English CorpusWe are now in a position to mention our nonlocalmeancurvatureflow.From theCambridge English CorpusThese choices lead to differing evolutions formeancurvatureflow.From theCambridge English CorpusIn the case of motion bymeancurvaturethere is the notion of a viscosity solution which yields a unique evolution from any continuous function.From theCambridge English CorpusThe results are related to the homogenisation ofmeancurvatureflow with forcing.From theCambridge English CorpusIn fact, (2.1) tells us the normal velocity of as a function of themeancurvatureof and the local concentration of solute.From theCambridge English CorpusInteracting particle systems and generalizedmeancurvatureevolution.From theCambridge English Corpus

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