The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations

In the last sixty years‎, ‎the Dynamic Relaxation methods have evolved significantly‎. ‎These explicit and iterative procedures are frequently used to solve the linear or nonlinear response of governing equations resulted from structural analyses‎. ‎In the first part of this study‎, ‎the common DR f...
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Autor*in:	Mohammad Rezaiee-Pajand [verfasserIn] J. Alamatian [verfasserIn] Hasine Rezaee [verfasserIn]

Format:	E-Artikel
Sprache:	Englisch

Erschienen:	2017

Schlagwörter:	dynamic relaxation method‎ ‎formulation‎ ‎solver‎ ‎review‎ ‎iterative technique‎ ‎state of the art

Übergeordnetes Werk:	In: Iranian Journal of Numerical Analysis and Optimization - Ferdowsi University of Mashhad, 2019, 7(2017), 2, Seite 65-86
Übergeordnetes Werk:	volume:7 ; year:2017 ; number:2 ; pages:65-86

Links:	Link aufrufen Link aufrufen Link aufrufen Journal toc Journal toc

DOI / URN:	10.22067/ijnao.v7i2.60552

Katalog-ID:	DOAJ059615222

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callnumber-first	T - Technology
author	Mohammad Rezaiee-Pajand
spellingShingle	Mohammad Rezaiee-Pajand misc T57-57.97 misc dynamic relaxation method‎ misc ‎formulation‎ misc ‎solver‎ misc ‎review‎ misc ‎iterative technique‎ misc ‎state of the art misc Applied mathematics. Quantitative methods The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations
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topic_title	T57-57.97 The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations dynamic relaxation method‎ ‎formulation‎ ‎solver‎ ‎review‎ ‎iterative technique‎ ‎state of the art
topic	misc T57-57.97 misc dynamic relaxation method‎ misc ‎formulation‎ misc ‎solver‎ misc ‎review‎ misc ‎iterative technique‎ misc ‎state of the art misc Applied mathematics. Quantitative methods
topic_unstemmed	misc T57-57.97 misc dynamic relaxation method‎ misc ‎formulation‎ misc ‎solver‎ misc ‎review‎ misc ‎iterative technique‎ misc ‎state of the art misc Applied mathematics. Quantitative methods
topic_browse	misc T57-57.97 misc dynamic relaxation method‎ misc ‎formulation‎ misc ‎solver‎ misc ‎review‎ misc ‎iterative technique‎ misc ‎state of the art misc Applied mathematics. Quantitative methods
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title	The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations
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title_full	The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations
author_sort	Mohammad Rezaiee-Pajand
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title_sort	state of the art in dynamic relaxation methods for structural mechanics part 1: formulations
callnumber	T57-57.97
title_auth	The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations
abstract	In the last sixty years‎, ‎the Dynamic Relaxation methods have evolved significantly‎. ‎These explicit and iterative procedures are frequently used to solve the linear or nonlinear response of governing equations resulted from structural analyses‎. ‎In the first part of this study‎, ‎the common DR formulations are reviewed‎. ‎Mathematical bases and also physical concepts of these solvers are explained briefly‎. ‎All the DR parameters‎, ‎i.e‎. ‎fictitious mass‎, ‎fictitious damping‎, ‎fictitious time step and initial guess are described‎, ‎as well‎. ‎Furthermore‎, ‎solutions of structural problems along with kinetic and viscous damping formulations are discussed‎. ‎Analyses of the existing studies and suggestions for future research trends are presented‎. ‎In the second part‎, ‎the applications of Dynamic Relaxation method in engineering practices are reviewed.
abstractGer	In the last sixty years‎, ‎the Dynamic Relaxation methods have evolved significantly‎. ‎These explicit and iterative procedures are frequently used to solve the linear or nonlinear response of governing equations resulted from structural analyses‎. ‎In the first part of this study‎, ‎the common DR formulations are reviewed‎. ‎Mathematical bases and also physical concepts of these solvers are explained briefly‎. ‎All the DR parameters‎, ‎i.e‎. ‎fictitious mass‎, ‎fictitious damping‎, ‎fictitious time step and initial guess are described‎, ‎as well‎. ‎Furthermore‎, ‎solutions of structural problems along with kinetic and viscous damping formulations are discussed‎. ‎Analyses of the existing studies and suggestions for future research trends are presented‎. ‎In the second part‎, ‎the applications of Dynamic Relaxation method in engineering practices are reviewed.
abstract_unstemmed	In the last sixty years‎, ‎the Dynamic Relaxation methods have evolved significantly‎. ‎These explicit and iterative procedures are frequently used to solve the linear or nonlinear response of governing equations resulted from structural analyses‎. ‎In the first part of this study‎, ‎the common DR formulations are reviewed‎. ‎Mathematical bases and also physical concepts of these solvers are explained briefly‎. ‎All the DR parameters‎, ‎i.e‎. ‎fictitious mass‎, ‎fictitious damping‎, ‎fictitious time step and initial guess are described‎, ‎as well‎. ‎Furthermore‎, ‎solutions of structural problems along with kinetic and viscous damping formulations are discussed‎. ‎Analyses of the existing studies and suggestions for future research trends are presented‎. ‎In the second part‎, ‎the applications of Dynamic Relaxation method in engineering practices are reviewed.
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title_short	The state of the art in Dynamic Relaxation methods for structural mechanics Part 1: Formulations
url	https://doi.org/10.22067/ijnao.v7i2.60552 https://doaj.org/article/1b3b6de4ae734c4e8a448730991c4e34 https://ijnao.um.ac.ir/article_24575_c993a459a801bdd6171650a1130226da.pdf https://doaj.org/toc/2423-6977 https://doaj.org/toc/2423-6969
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author2	J. Alamatian Hasine Rezaee
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