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Mathematical Analysis of Continuum Mechanics and Industrial Applications III

Part of the Mathematics for Industry Book Series (volume 34)

Editors: Itou, Hiromichi; Hirano, Shiro; Kimura, Masato; Kovtunenko, Victor A.; Khludnev, Alexandr M.

DOI: 10.1007/978-981-15-6062-0

ISBN: 978-981-15-6061-3

Publisher: Springer Singapore - Springer Journals

Aug 30, 2020

11 - 14 of 14 Chapters

LitStream

Quasi-static Simulation Method of Earthquake Cycles Based on Viscoelastic Finite Element Modeling

Agata, Ryoichiro; Hori, Takane; Barbot, Sylvain D.; Hyodo, Mamoru; Ichimura, Tsuyoshi

Pages: 159 –169

[Earthquake cycle simulations are important for studying earthquake generation processes and physics-based earthquake damage estimations. Earthquake cycle simulation methods typically assume a frictional constitutive relation on a known fault plane in a solid continuum and calculate earthquake...
LitStream

Friction Versus Damage: Dynamic Self-similar Crack Growth Revisited

Hirano, Shiro

Pages: 171 –179

[Seismological observational studies have revealed that earthquakes exhibit dynamic self-similar crack growth constituting 50–90% of the shear wave velocity. Remarkably, the peak slip velocity defined on the crack surface is scale-invariant, even from M1 to M9 earthquakes. However, a classical...
LitStream

Isobe–Kakinuma Model for Water Waves

Iguchi, Tatsuo

Pages: 181 –191

[We consider the initial value problem to the Isobe–Kakinuma model for water waves. The Isobe–Kakinuma model is the Euler–Lagrange equation for an approximate Lagrangian which is derived from Luke’s Lagrangian for water waves by approximating the velocity potential in the Lagrangian. The...
LitStream

Tsunami-Height Reduction Using a Very Large Floating Structure

Kakinuma, Taro; Ochi, Naoto

Pages: 193 –202

[The tsunami-height reduction using a very large floating structure (VLFS) is discussed, where water waves, interacting with a floating thin plate, are simulated through a numerical model, based on a variational principle, including the nonlinearity and dispersion of waves. First, the tsunami...

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