Dynamics of Marine Structures
portes grátis
Dynamics of Marine Structures
Random Waves Theory and Probabilistic Design Techniques
Wang, Yingguang
Elsevier - Health Sciences Division
07/2026
560
Mole
Inglês
9780443298592
Pré-lançamento - envio 15 a 20 dias após a sua edição
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Introduction
Marine environmental random processes
Marine environmental loads
Dynamics of single degree of freedom (SDOF) marine structures
Dynamics of multi-degree of freedom (MDOF) marine structures
Chapter 6 Dynamics of continuous marine structure systems
Simulation methods for dynamics of marine structures
Probabilistic design of marine structures
Appendix A?Derivation of the central difference formula for the third derivative of a function
Appendix B?Derivation of the Taylor series expansion for a function of two variables
Appendix C?Theoretical backgrounds for the copula transformation in Chapter 8
Appendix D?Theoretical background of the generalized extreme value distribution
Marine environmental random processes
Marine environmental loads
Dynamics of single degree of freedom (SDOF) marine structures
Dynamics of multi-degree of freedom (MDOF) marine structures
Chapter 6 Dynamics of continuous marine structure systems
Simulation methods for dynamics of marine structures
Probabilistic design of marine structures
Appendix A?Derivation of the central difference formula for the third derivative of a function
Appendix B?Derivation of the Taylor series expansion for a function of two variables
Appendix C?Theoretical backgrounds for the copula transformation in Chapter 8
Appendix D?Theoretical background of the generalized extreme value distribution
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<p>Marine structures; nonlinear marine structures; Gaussian random process; non-Gaussian random process; random waves; rogue waves; extreme waves; ocean waves; hydrodynamics; hydraulics; hydro-elastic theory; ocean engineering; marine engineering; stochastic processes; stochastic load effects; dynamics of marine structures; spectral analysis; ocean engineering systems; transformed Rayleigh method; wave crest height distributions; kernel density estimation method; Clayton copula transformation; sea state parameter distribution tails; environmental contour lines; stochastic Lagrange waves; crest-trough asymmetry; front-back asymmetry; significant wave heights; Wiener-Khintchine theorem; long-crested random ocean waves; shallow water sea; mixed sea; wave spectrum; maximum entropy method; short-duration stationary sea state; wave height; wave period; joint probability distributions; long-term sea severity; Weibull distribution; translated Weibull distribution; exponentiated Weibull distribution; single degree of freedom linear marine structures; multi-degree of freedom linear marine structures; data-driven models; computational structural models; fracture mechanics; fatigue of marine structures; hydro-RTHS framework; fluid mechanics; design of marine structures</p>
Introduction
Marine environmental random processes
Marine environmental loads
Dynamics of single degree of freedom (SDOF) marine structures
Dynamics of multi-degree of freedom (MDOF) marine structures
Chapter 6 Dynamics of continuous marine structure systems
Simulation methods for dynamics of marine structures
Probabilistic design of marine structures
Appendix A?Derivation of the central difference formula for the third derivative of a function
Appendix B?Derivation of the Taylor series expansion for a function of two variables
Appendix C?Theoretical backgrounds for the copula transformation in Chapter 8
Appendix D?Theoretical background of the generalized extreme value distribution
Marine environmental random processes
Marine environmental loads
Dynamics of single degree of freedom (SDOF) marine structures
Dynamics of multi-degree of freedom (MDOF) marine structures
Chapter 6 Dynamics of continuous marine structure systems
Simulation methods for dynamics of marine structures
Probabilistic design of marine structures
Appendix A?Derivation of the central difference formula for the third derivative of a function
Appendix B?Derivation of the Taylor series expansion for a function of two variables
Appendix C?Theoretical backgrounds for the copula transformation in Chapter 8
Appendix D?Theoretical background of the generalized extreme value distribution
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
<p>Marine structures; nonlinear marine structures; Gaussian random process; non-Gaussian random process; random waves; rogue waves; extreme waves; ocean waves; hydrodynamics; hydraulics; hydro-elastic theory; ocean engineering; marine engineering; stochastic processes; stochastic load effects; dynamics of marine structures; spectral analysis; ocean engineering systems; transformed Rayleigh method; wave crest height distributions; kernel density estimation method; Clayton copula transformation; sea state parameter distribution tails; environmental contour lines; stochastic Lagrange waves; crest-trough asymmetry; front-back asymmetry; significant wave heights; Wiener-Khintchine theorem; long-crested random ocean waves; shallow water sea; mixed sea; wave spectrum; maximum entropy method; short-duration stationary sea state; wave height; wave period; joint probability distributions; long-term sea severity; Weibull distribution; translated Weibull distribution; exponentiated Weibull distribution; single degree of freedom linear marine structures; multi-degree of freedom linear marine structures; data-driven models; computational structural models; fracture mechanics; fatigue of marine structures; hydro-RTHS framework; fluid mechanics; design of marine structures</p>
