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- W2109121710 abstract "Using Γ-convergence techniques the relaxed 2-D energy is obtained as a result of a dimension reduction analysis for thin domains of the form $$ Omega _varepsilon : = left{ {left( {x_1 ,x_2 ,x_3 ,} right):left( {x_1 ,x_2 } right) in omega ,left| {x_3 } right| < varepsilon f_varepsilon left( {x_1 ,x_2 } right)} right}, $$ where ω is a bounded domain of ℝ2 and f ε is an ɛ-dependent profile. In particular, explicit characterizations of the effective energy densities are obtained within the context of optimal design for thin films." @default.
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- W2109121710 date "2008-01-01" @default.
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- W2109121710 title "3D-2D asymptotic analysis for inhomogeneous thin films — lectures V, VI" @default.
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