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The analytical solution to Newton's aerodynamic problem in the class of bodies with vertical plane of symmetry and developable side boundary
Published 6 May 2019 in math.OC and math.DS | (1905.02028v2)
Abstract: The method of Hessian measures is used to find the differential equation that defines the optimal shape of nonrotationally symmetric bodies with minimal resistance moving in a rare medium. The synthesis of optimal solutions is described. A theorem on the optimality of the obtained solutions is proved.
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