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Solution of equations of thermoelasticity
Helmholtz's theorem on resolution of vector applied to displacement in thermoelastic field equations; scalar potential expressed as solution of equations of type phi times sum of the squares nabla and delta equals zero, where delta square is complex; result is employed to study dilatational motion in extended solid, longitudinal motion of infinite circular cylinder, and thicknes stretch motion in infinite slab.
Solution of equations of thermoelasticity
Helmholtz's theorem on resolution of vector applied to displacement in thermoelastic field equations; scalar potential expressed as solution of equations of type phi times sum of the squares nabla and delta equals zero, where delta square is complex; result is employed to study dilatational motion in extended solid, longitudinal motion of infinite circular cylinder, and thicknes stretch motion in infinite slab.
Solution of equations of thermoelasticity
Columbia Univ -- Dept Civil Eng-Tech Report
Deresiewicz, H. (author)
1957
16 pages
Report
English
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