Theory of Matrix Structural AnalysisCourier Corporation, 1. 1. 1985 - Počet stran: 468 This pioneering aerospace engineering text belongs on the shelf of every aerospace and structural engineering graduate student and professional engineer. Originally published in 1968, the treatment remains a valuable guide, tracing each procedure in a clear, step-by-step fashion and employing minimal mathematical rigor in its examples. The text begins with an overview of matrix methods and their application to the structural design of modern aircraft and aerospace vehicles. Subsequent chapters cover the basic equations of elasticity, energy theorems, structural idealization, Castigliano's theorem, derivation of stiffness matrices from flexibility, and constant-shear-flow panels. Additional subjects include a comparison of force and displacement methods, analysis of substructures, structural synthesis, and nonlinear structural analysis. Abundant end-of-chapter supplements provide materials for classroom use. |
Obsah
CHAPTER | 5 |
4 | 21 |
3 | 28 |
5 | 34 |
4 | 41 |
CHAPTER 4 | 49 |
CHAPTER 5 | 61 |
CHAPTER 6 | 129 |
2 | 232 |
CHAPTER 10 | 264 |
CHAPTER 11 | 288 |
CHAPTER 12 | 310 |
CHAPTER 13 | 341 |
PROBLEMS | 373 |
STRUCTURAL SYNTHESIS | 375 |
CHAPTER 15 | 383 |
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Běžně se vyskytující výrazy a sousloví
Aeron algebra applied assumed beam boundary displacements C₁ calculated Castigliano's theorem coefficients compatibility complementary strain energy concentrated forces constant corresponding damping datum coordinate system deflections degrees of freedom denoted derived diagonal direction cosines displacement distribution dynamic eigenvalues elastic element displacements element forces energy of total equal to zero equation of motion equations of equilibrium external forces external loads fictitious forces follows force method force-displacement forces F frequencies given by Eq Hence Hooke's law idealized inertia integration inverse linear linearly matrix equation matrix inverse matrix methods modes nonlinear obtained P₁ P₂ problems redundant relationship represents rigid-body degrees rotations S₁ shear shown in Fig solution statically determinate stiffness matrix stiffness properties strain energy stress distribution structural analysis structural elements submatrices Substituting Eq substructure Symmetric temperature distribution tetrahedron theory total deformation transformation matrix U₁ U₂ vibration virtual displacements Young's modulus
Odkazy na tuto knihu
Domain Decomposition Methods for Partial Differential Equations Alfio Quarteroni,Alberto Valli Náhled není k dispozici. - 1999 |