The transient amplitude, dynamic stability and steady-state response of a flexible rod of a high-speed quick-return mechanism are investigated in this paper. The crank drives the rod by means of a translating/rotating joint at a constant speed. The flexible rod is divided into two regions. Each regi
On causality in dynamic response analysis by time-dependent boundary element methods
β Scribed by Heinz Antes; Otto Von Estorff
- Publisher
- John Wiley and Sons
- Year
- 1987
- Tongue
- English
- Weight
- 342 KB
- Volume
- 15
- Category
- Article
- ISSN
- 0098-8847
No coin nor oath required. For personal study only.
β¦ Synopsis
The ramifications of a particular type of causality constraint, namely so-called shadow-zones, are explored in the context of time-dependent boundary element methods. In particular, wave propagation problems in 2-D elastic soil media with anonconvex shape are analysed.
Uti) (X, 5; t, 5) = U(j) (5, X; -T,t ) U"'(X, 5 ; t + TI, T + T ) = U (i) (X, 5; t, T) (ii) time translation: and, most important, (iii) causality: u(i) (x, 5; t, T) = 0 whenever c, (t -T) < Ix -51.
The causality stipulates that there be no response at the observation point x if the wave velocities c, are too
π SIMILAR VOLUMES
The authors of reference [1] solved the Laplace transformed equation ( 20) below by three consecutive similarity transformations to make the symmetric square matrices M, C and K diagonal for the inverse Laplace transform. The "rst transformation is