A solution procedure for studying the dynamic responses of a non-uniform Timoshenko beam with general time-dependent boundary conditions is developed by generalizing the method of Mindlin-Goodman and utilizing the exact solutions of non-uniform Timoshenko beam vibration given by Lee and Lin. A gener
Time-Dependent Shape Factors for Uniform and Non-Uniform Pressure Boundary Conditions
โ Scribed by Edgar R. Rangel-German; Anthony R. Kovscek; Serhat Akin
- Publisher
- Springer Netherlands
- Year
- 2009
- Tongue
- English
- Weight
- 426 KB
- Volume
- 83
- Category
- Article
- ISSN
- 0169-3913
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
The closed-form solution for the forced vibration of a non-uniform plate with distributed time-dependent boundary conditions is obtained. Three Levy-type solutions for a plate with di!erent boundary conditions are studied. The two-dimensional system is transformed so that it becomes a one-dimensiona
## Abstract A new approach to constructing monotonous secondโorderโaccurate schemes for timeโdependent NavierโStokes equations in the compressible case is suggested. Flows with shock waves and thin viscous boundary layers are considered. The approach joins two different schemes while each of them i
A modiรฟed version of an exact Non-re ecting Boundary Condition (NRBC) รฟrst derived by Grote and Keller is implemented in a รฟnite element formulation for the scalar wave equation. The NRBC annihilate the รฟrst N wave harmonics on a spherical truncation boundary, and may be viewed as an extension of th
This paper presents a modified continuous-mass (model) transfer matrix method (CTMM) to determine the natural frequencies and associated mode shapes of a uniform or non-uniform beam with various classical (or non-classical) boundary conditions (BCs) and carrying multiple sets of concentrated element