A Useful Solution for Short Cylindrical Shells and Other Applications
Description:
The general solution to the basic differential equation d^4w/dy^4 +4w= -4f(y) is transformed from the primary form treated in most texts to an alternate form in which each integration constant corresponds to one edge condition at y=0. The relationships between the integration constants of the two forms are derived and the values for the transformed functions are tabulated. The particular solution is derived in general and given in unique form for various functional forms of f(y). Matrix notatio…
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Date:
February 14, 1961
Creator:
Moore, S. E.
Item Type:
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Report
Partner:
UNT Libraries Government Documents Department