Решение третьей задачи. Принцип Дюамеля. Полная формула Киргофа
u(x, t) = ν(x, t, τ)dτ, ut(x, t) = νt(x, t, τ)dτ
u(x, 0) = ν(x, 0, τ)dτ = 0, ut(x, 0) = νt(x, 0, τ)dτ = 0
dSydr = (r2 sin θdθdφ)dr = dy
u(x, t) = ν(x, t, τ)dτ, ut(x, t) = νt(x, t, τ)dτ
u(x, 0) = ν(x, 0, τ)dτ = 0, ut(x, 0) = νt(x, 0, τ)dτ = 0
dSydr = (r2 sin θdθdφ)dr = dy