Progress in Continuum Mechanics

Author:   Holm Altenbach ,  Hans Irschik ,  Alexey V. Porubov
Publisher:   Springer International Publishing AG
Edition:   2023 ed.
Volume:   196
ISBN:  

9783031437380


Pages:   480
Publication Date:   05 October 2024
Format:   Paperback
Availability:   Manufactured on demand   Availability explained
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Progress in Continuum Mechanics


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Author:   Holm Altenbach ,  Hans Irschik ,  Alexey V. Porubov
Publisher:   Springer International Publishing AG
Imprint:   Springer International Publishing AG
Edition:   2023 ed.
Volume:   196
ISBN:  

9783031437380


ISBN 10:   3031437381
Pages:   480
Publication Date:   05 October 2024
Audience:   Professional and scholarly ,  Professional & Vocational
Format:   Paperback
Publisher's Status:   Active
Availability:   Manufactured on demand   Availability explained
We will order this item for you from a manufactured on demand supplier.

Table of Contents

Chapter 1: A Semi-Empirical Fluid Force Model for Vortex-Induced Vibration of an Elastic Structure.- Chapter 2: Nonlinear Buckling and Equilibria of Layered Shallow Parabolic Arches with Interlayer Slip.- Chapter 3: On the General Strategies to Formulate Shell and Plate Theories.- Chapter 4: Conceptual Generalizations of the Kapitsa Problem.- Chapter 5: Dynamic Properties of Periodic Structures with Symmetric Inclusions.- Chapter 6: Mathematical Model for Myopia Correction with MyoRing Implants.- Chapter 7: Numerical Modeling the Stresses in Incompressible and Rigid Bodies.- Chapter 8: Three-Dimensional Numerical Analysis of Natural Vibrations and Stability of Cylindrical Shells Interacting with Fluid.- Chapter 9: On the Problem of Modeling the Influence of Ice Cover and Surface Waves of a Liquid on the Dynamics of a Floating Body.- Chapter 10: Nonlinear Stationary Waves in a Thin-Walled Bar Affected by Deplanation of Its Cross-Section in Torsion.- Chapter 11: Linear Reduced ElasticIsotropic Cosserat Medium Subjected to the External Follower Viscoelastic Torque as a Smart Acoustic Metamaterial.- Chapter 12: Nonlinear Vibrations of Bimodular Continua by Means of Isogeometric Analysis.- Chapter 13: On the Equivalence Between Singular Waves Propagating in Force Loaded Viscoelastic Bodies and in Elastic Bodies Additionally Loaded by Eigenstrains.- Chapter 14: Influence Tensors for the Analytical Mechanics of Anisotropic Eigenstressed Composites with Inclusions of Various Shapes and Orientations.- Chapter 15: Computation of Eigenstrains for Static Shape Control of Arbitrarily Shaped Sub-Domains of Force-Loaded Elastic Bodies.- Chapter 16: Flexural Deformations and Vibrations of a Three-Layer Beam-Strip with a Stiff Core and Soft Skins.- Chapter 17: Maxwell’s Equations Through the Ages.- Chapter 18: Multi-Objective Optimization of the Helix Shape of Cylindrical Milling Tools.- Chapter 19: Experimental and Numerical Studies on the Tensile Strength of Lap Joints of PEEKPlates and CF Fabric Prepregs Formed by Ultrasonic Welding.- Chapter 20: On two Approaches for Determination of the Effective Conductivity of a Polycrystalline Material by Homogenization Methods.- Chapter 21: The Functionally Invariant Solutions and Nonlinear Wave Equations.- Chapter 22: Hydrogen Skin Effect vs. Hydrogen Diffusion.- Chapter 23:Bending Waves in Mass-in-Mass Metamaterial.- Chapter 24: Numerical Investigations of Large Amplitude Oscillations of Planar Parametrically Excited Beams.- Chapter 25: Continuum Mechanics Applied for Studying Instabilities in Nanoparticles.- Chapter 26: Spectral Domain Approach for the Numerical Modeling of Elastodynamic Fields in Layered Structures. 

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