7.10. Generate a Frank code of length 8, . q = 11 = 2 N = 10 x(n) s(t) = r(t) cos (2f0t) r(t)

7.10. Generate a Frank code of length 8, .

q = 11 γ = 2 N = 10 x(n)

s(t) = r(t) cos (2πf0t)

r(t) = x(0), for 0 < t < Δt r(t) = x(n), for nΔt < t < (n + 1)Δt r(t) = 0, for t > 7Δt Δt = 0.5μs s(t)

s(t – 10Δt)

φ11 N = 13 k = 6 B75 B57 F16 F8