Assume a closed shell with ?0 = 2p and solve Problem 10.3 for a. A uniform impulse pressure P = pz =

Assume a closed shell with θ0 = 2π and solve
Problem 10.3 for a. A uniform impulse pressure P = pz = δ(t) b. A
concentrated impulse load P = δ(t) at x = xp and θ = θ

Problem 10.3

Assuming B B mn mn () () 0 0 = = 0 , find the response
W(x, θ, t) to unit impulses for the panel in Problem 10.1 if a. A uniform
pressure P = pz = δ(t) b. A concentrated load P = δ(t) at x = xp and
θ = θp

Problem 10.1

A rectangular cylindrical panel is loaded as indicated in
Figure 10.17. Use a double sine series to determine the Fourier expansion
coefficients for a load, which is defined as a. A uniform pressure P = pz =
p(t) b. A concentrated load P = p(t) at x = xp and θ = θp