Influence function approach : selected topics of structural mechanics /
Yuri A. Melnikov.
- Southampton, UK ; Boston : WIT, c2008.
- 369 p. : ill. ; 24 cm.
CONTENTS:
1: Mathematics behind influence functions
1.1 Elements of Ordinary differential equations 1.2 Cramer's Rule 1.3 Introduction to Fourier series 1.4 Some series summation formulae Etc.
2: Green's Functions
2.1 Construction based on defining properties 2.2 Symmetry of Green's Functions 2.3 Alternative construction of Green's functions 2.4 Boundary-contact value problems Etc.
3: Kirchhoff Beam Problems
3.1 Single-span Beams 3.2 Bending of Beams of uniform rigidity 3.3 Beams on Elastic Foundation Etc.
4: Other Beams Problems
4.1 Beams of variable Flexural Rigidity 4.2 Transverse natural vibrations 4.3 Euler Buckling Problems Etc.
5: Bending of Plates and shells
5.1 Influence matrices for plates and shells 5.2 Poisson-Kirchhoff Plates 5.3 Plates on elastic foundation Etc.
Includes bibliographical references (p. [345]-349) and index (p.351-369)