Regularity Results for Stationary Electro-Rheological Fluids
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We prove regularity results for weak solutions to systems modelling electro-rheological fluids in the stationary case, as proposed in [27, 31]; a particular case of the system we consider is
where ℰ(u) is the symmetric part of the gradient Du and the variable growth exponent p(x) is a Hölder continuous function larger than 3n/(n+2).
KeywordsContinuous Function Weak Solution Stationary Case Regularity Result Symmetric Part
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