Dynamic Thermoelasticity Problem For A Plate With A Moving Semi-infinite Cut
Price
Free (open access)
Transaction
Volume
12
Pages
8
Published
1996
Size
526 kb
Paper DOI
10.2495/HT960521
Copyright
WIT Press
Author(s)
A.I. Zhornik, V.A. Zhornik & E.M. Kartashov
Abstract
The heat-shock, i.e. action of stresses created by a sharp change in temperature of a thin plate with a semi-infinite cut, whose tip is moving at a constant velocity since the initial time is considered. The lateral surfaces of the plate are subjected to a linear heat transfer by radiation to the surroundings. 1 Introduction In a thin isotropic infinite plate of 2S thickness along the ray of J/ = 0, X < 0 there is a semi-infinite cut that starts at the initial time to move to the region of y'= 0, .%'> Oat a constant velocity. The plate heats symmetrically with respect to the middle pla
Keywords
