Titlebook: Structural Integrity Assessment of Engineering Components Under Cyclic Contact; Oleksandra Datsyshyn,Volodymyr Panasyuk Book 2020 Springer

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Singular Integral Equations for Some Contact Problems of Elasticity Theory for Bodies with Cracks,oints). In this chapter, we deduce singular integral equations of some contact problems of the elasticity theory for bodies with cracks. The Kolosov-Muskhelishvili complex potentials for the analyzed problems are represented in the form of integral representations with Cauchy-type kernels with respe

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Rolling Contact Fatigue,(rolling with sliding). These results were obtained by using the model proposed in Chap. ., the solutions of singular integral equations for the corresponding problems, and also the results of evaluation of lifetime under the conditions of contact fatigue. We study and describe the specific features

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Singular Integral Equations for Some Contact Problems of Elasticity Theory for Bodies with Cracks,chanical quadratures that enables one to efficiently construct the numerical solutions of these SIE. We also deduce the relations for the stress intensity factors at the crack tips can be expressed via the solutions of SIE for inside and edge curvilinear cracks in the half-plane. In this chapter, we

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Oleksandra Datsyshyn,Volodymyr Panasyuk at drug discovery and protein-folding solutions. Supply chain optimizationand purchasing solutions are presented in the manufacturing domain. In the area of utilities, energy distribution and optimization problems and solutions are explained. Advertising scheduling and revenue optimization solution

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Oleksandra Datsyshyn,Volodymyr Panasyuk at drug discovery and protein-folding solutions. Supply chain optimizationand purchasing solutions are presented in the manufacturing domain. In the area of utilities, energy distribution and optimization problems and solutions are explained. Advertising scheduling and revenue optimization solution

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