Arama Sonuçları - ((mathematical methods) OR (mathematical models)) of classical mechanics

Recent Developments in Anisotropic Heterogeneous Shell Theory General Theory and Applications of Classical Theory - Volume 1 / Yazar: Grigorenko, Alexander Ya, Müller, Wolfgang H., Grigorenko, Yaroslav M., Vlaikov, Georgii G.

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Advances in the Base Force Element Method Yazar: Peng, Yijiang, Liu, Yinghua

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Fundamentals of Tensor Calculus for Engineers with a Primer on Smooth Manifolds Yazar: Mühlich, Uwe

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Mathematical Analysis of Continuum Mechanics and Industrial Applications Proceedings of the International Conference CoMFoS15 /

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Variational Methods in Molecular Modeling

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Finite Element and Discontinuous Galerkin Methods for Transient Wave Equations Yazar: Cohen, Gary, Pernet, Sébastien

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Internal Variables in Thermoelasticity Yazar: Berezovski, Arkadi, Ván, Peter

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Verifying Calculations - Forty Years On An Overview of Classical Verification Techniques for FEM Simulations /

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Mathematical Modeling and Applications in Nonlinear Dynamics

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A Primer on the Kinematics of Discrete Elastic Rods Yazar: Jawed, M. Khalid, Novelia, Alyssa, O'Reilly, Oliver M.

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Algebraic identification and estimation methods in feedback control systems / Yazar: Sira Ramírez, Hebertt J.

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Reflections on Power Prediction Modeling of Conventional High-Speed Craft Yazar: Radojčić, Dejan

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Wave Propagation and Diffraction Mathematical Methods and Applications / Yazar: Selezov, Igor T., Kryvonos, Yuriy G., Gandzha, Ivan S.

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Dynamics of Mechanical Systems with Non-Ideal Excitation Yazar: Cveticanin, Livija, Zukovic, Miodrag, Balthazar, Jose Manoel

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Handbook of Peridynamic Modeling. Yazar: Bobaru, Florin

İçindekiler: “…-- 1.1 The mixed blessing of locality -- 1.2 Origins of nonlocality in a model -- 1.2.1 Long-range forces -- 1.2.2 Coarsening a fine-scale material system -- 1.2.3 Smoothing of a heterogeneous material system -- 1.3 Nonlocality at the macroscale -- 1.4 The mixed blessing of nonlocality -- References -- 2 Introduction to Peridynamics -- 2.1 Equilibrium in terms of integral equations -- 2.2 Material modeling -- 2.2.1 Bond-based materials -- 2.2.2 Relation between bond densities and flux -- 2.2.3 Peridynamic states -- 2.2.4 Ordinary state-based materials -- 2.2.5 Correspondence materials -- 2.2.6 Discrete particles as peridynamic bodies -- 2.2.7 Setting the horizon -- 2.2.8 Linearized peridynamics -- 2.3 Plasticity -- 2.3.1 Bond-based microplastic material -- 2.3.2 LPS material with plasticity -- 2.4 Damage and fracture -- 2.4.1 Damage in bond-based models -- 2.4.2 Damage in ordinary state-based material models -- 2.4.3 Damage in correspondence material models -- 2.4.4 Nucleation strain -- 2.5 Treatment of boundaries and interfaces -- 2.5.1 Bond-based materials -- 2.5.2 State-based materials -- 2.6 Emu numerical method -- 2.7 Conclusions -- References -- II: Mathematics, Numerics, and Software Tools of Peridynamics -- 3 Nonlocal Calculus of Variations and Well-Posedness of Peridynamics -- 3.1 Introduction -- 3.2 A brief review of well-posedness results -- 3.3 Nonlocal balance laws and nonlocal vector calculus -- 3.4 Nonlocal calculus of variations- an illustration -- 3.5 Nonlocal calculus of variations- further discussions -- 3.6 Summary -- References -- 4 Local Limits and Asymptotically Compatible Discretizations.…”
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A Smooth and Discontinuous Oscillator Theory, Methodology and Applications / Yazar: Cao, Qingjie, Léger, Alain

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Dynamics of the Unicycle Modelling and Experimental Verification / Yazar: Niełaczny, Michał, Wiesław, Barnat, Kapitaniak, Tomasz

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Fundamentals of Ultrasonic Nondestructive Evaluation A Modeling Approach / Yazar: Schmerr Jr., Lester W.

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Lattice Boltzmann Method Fundamentals and Engineering Applications with Computer Codes / Yazar: Mohamad, A. A.

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A Finite Element Primer for Beginners The Basics / Yazar: Zohdi, Tarek I.

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