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Dynamic response of lined rigid inclusion
Theoretical analysis is made to predict dynamic response of elastically lined cylindrical rigid inclusion subjected to plane compressional sinusoidal stress waves; solutions in form of infinite series involving Hankel functions of first and second kinds for wave equations are determined from prescribed boundary conditions; nondimensional parameters are identified and typical material properties are used in numerical calculations; it is found that angular distribution of maximum dynamic stresses follows certain pattern depending on wave number.
Dynamic response of lined rigid inclusion
Theoretical analysis is made to predict dynamic response of elastically lined cylindrical rigid inclusion subjected to plane compressional sinusoidal stress waves; solutions in form of infinite series involving Hankel functions of first and second kinds for wave equations are determined from prescribed boundary conditions; nondimensional parameters are identified and typical material properties are used in numerical calculations; it is found that angular distribution of maximum dynamic stresses follows certain pattern depending on wave number.
Dynamic response of lined rigid inclusion
ASCE -- Proc (J Eng Mechanics Div)
Ho, S. (author) / Hansen, R.J. (author)
1965
18 pages
Article (Journal)
English
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