Am I suppose to superimpose the following waves:
exp i(kx - wt) + exp i((k+Δk)x - w't)
whereby the other wave has a different wavelength such that k becomes k+Δk and w becomes w' (with k+Δk) ?
So I found that at h >> 1/k or h >> λ/2∏
v
g = (1/2) v
g
And at h << 1/k or h << λ/2∏
v
g ≈ v
pI first assume that h >> 1/k or h >> λ/(2∏): But how do i prove this? I can't seem to solve the tanh function to find the value of k..
I got:
0.16≈k*tanh(1000k)
If i assume k≈0.16 since tanh(160) ≈ 1..
i get v
p = 7.9m/s
Time taken = 35 hours..
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