Published 2003 | Version v1
Book

Response of cylindrical steel shell under seismic loading

  • 1. Dr. A.Q. Khan Research Labs., Rawalpindi (Pakistan)

Description

The seismic response of a cylindrical shell is simulated using the finite element method, and by spectral analysis. For this purpose the fundamental frequency of the cylinder is first calculated and compared with a published result. The mode shapes are also calculated which are later used for spectral analysis. The boundary nodes of the shell are displaced periodically according to a predetermined function of time by employing the acceleration time history of the El Centro earthquake to simulate the seismic loading. However, to conduct spectral analysis, the displacements are first transformed from the time domain to frequency domain using the Fast Fourier transformation. This spectral data is then used to obtain the actual displacement in the first mode under the given seismic loading. The techniques employed here can be used for cylindrical shell structures like rotor of a gas centrifuge, besides other structures that are subjected to seismic loading, besides in other time dependent loading conditions, for example rocket motor vibrations. (author)

Part of:
Proceedings: 3. International Symposium on Mechanical Vibrations (ISMV-2002)

Additional details

Publishing Information

Publisher
Doctor A.Q. Khan Research Labs., Islamabad, Pakistan
Imprint Place
Islamabad (Pakistan)
Imprint Title
Proceedings: 3. International Symposium on Mechanical Vibrations (ISMV-2002)
Imprint Pagination
428 p.
Journal Page Range
p. 128-134

Conference

Title
3. International Symposium on Mechanical Vibrations (ISMV-2002)
Dates
23-27 Sep 2002
Place
Islamabad (Pakistan)

INIS

Country of Publication
Pakistan
Country of Input or Organization
Pakistan
INIS RN
35051517
Subject category
S42: ENGINEERING;
Resource subtype / Literary indicator
Conference
Descriptors DEI
EIGENVALUES; FINITE ELEMENT METHOD; FOURIER TRANSFORMATION; ITERATIVE METHODS; SEISMIC EFFECTS; STEELS
Descriptors DEC
ALLOYS; CALCULATION METHODS; CARBON ADDITIONS; INTEGRAL TRANSFORMATIONS; IRON ALLOYS; IRON BASE ALLOYS; MATHEMATICAL SOLUTIONS; NUMERICAL SOLUTION; TRANSFORMATIONS; TRANSITION ELEMENT ALLOYS

Optional Information