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The Fourier spectrum of the nth eigenmode is defined as the absolute value of p(n) (k), where k= kx2 + ky2. kx (ky) is the x- (y-) wave-vector component of the 2D Fourier transform [p(n) (kx, ky) = p (n) (x,y) e-i (kx x+ ky y) dxdy] of the nth eigenmode.
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The Fourier spectrum of the nth eigenmode is defined as the absolute value of p(n) (k), where k= kx2 + ky2. kx (ky) is the x- (y-) wave-vector component of the 2D Fourier transform [p(n) (kx, ky) = p (n) (x,y) e-i (kx x+ ky y) dxdy] of the nth eigenmode.
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