This work presents how approximate solution methods were introduced in a graduate level course of Theory of Elasticity. The three methods introduced are the finite difference method, the finite element method, and the boundary element method. All methods are exemplified by the problem of a thick-walled cylinder subject to internal pressure with an axisymmetric response. Choosing a single problem to introduce the three methods demonstrates accuracy and efficacy of each method
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The numerical techniques outlined in this chapter produce approximate solutions that, in contrast to...
1 In this lecture we will talk about 2 2 FDM vs FEM 2 3 Perspective: different ways of solving appro...
This work presents how approximate solution methods were introduced in a graduate level course of Th...
The book presents methods of approximate solution of the basic problem of elasticity for special typ...
In this paper ,a generation of a numerical algorithm for solving theory of elasticity plain problem ...
In chapter 1, the fundamental equations of linear elasticity are developed, and fifteen equations fu...
The linear equations of elasticity form a set of coupled partial differential equations that are ele...
Finite element methods for approximating partial differential equations have reached a high degree o...
Elastic calculation method is an important research content of computational mechanics. The problems...
This book presents theories and the main useful techniques of the Finite Element Method (FEM), with ...
This book is the outcome of material used in senior and graduate courses for students in civil, mech...
In most structural problems the object is usually to find the distribution of stress in elastic body...
There are three important steps in the computational modelling of any physical process: (i) problem ...
This book covers all basic areas of mechanical engineering, such as fluid mechanics, heat conduction...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The numerical techniques outlined in this chapter produce approximate solutions that, in contrast to...
1 In this lecture we will talk about 2 2 FDM vs FEM 2 3 Perspective: different ways of solving appro...
This work presents how approximate solution methods were introduced in a graduate level course of Th...
The book presents methods of approximate solution of the basic problem of elasticity for special typ...
In this paper ,a generation of a numerical algorithm for solving theory of elasticity plain problem ...
In chapter 1, the fundamental equations of linear elasticity are developed, and fifteen equations fu...
The linear equations of elasticity form a set of coupled partial differential equations that are ele...
Finite element methods for approximating partial differential equations have reached a high degree o...
Elastic calculation method is an important research content of computational mechanics. The problems...
This book presents theories and the main useful techniques of the Finite Element Method (FEM), with ...
This book is the outcome of material used in senior and graduate courses for students in civil, mech...
In most structural problems the object is usually to find the distribution of stress in elastic body...
There are three important steps in the computational modelling of any physical process: (i) problem ...
This book covers all basic areas of mechanical engineering, such as fluid mechanics, heat conduction...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The numerical techniques outlined in this chapter produce approximate solutions that, in contrast to...
1 In this lecture we will talk about 2 2 FDM vs FEM 2 3 Perspective: different ways of solving appro...
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