Window Functions and Spectral Leakage - Signal Processing of Random Physiological Signals - page 181

Hanning Poisson
α = 0 . 5 − 35 − 18 0.43 1.61 1.54 1.26 3.33 2.14 61.3 12.6

α = 1 . 0 − 39 − 18 0.38 1.73 1.64 1.11 3.50 2.30 56.0 9.2

α = 2 . 0 NONE − 18 0.29 2.02 1.87 0.87 3.94 2.65 44.6 4.7

Cauchy
α = 3 . 0 − 31 − 6 0.42 1.48 1.34 1.71 3.40 1.90 61.6 20.6

α = 4 . 0 − 35 − 6 0.33 1.76 1.50 1.36 3.83 2.20 48.8 13.2

α = 5 . 0 − 30 − 6 0.28 2.06 1.68 1.13 4.28 2.53 38.3 9.0

Gaussian
α = 2 . 5 − 42 − 6 0.51 1.39 1.33 1.69 3.14 1.86 67.7 20.0

α = 3 . 0 − 55 − 6 0.43 1.64 1.55 1.25 3.40 2.18 67.5 10.6

α = 3 . 5 − 69 − 6 0.37 1.90 1.79 0.94 3.73 2.52 47.2 4.9

Dolph Cheryshev
α = 2 . 5 −50 0 0.53 1.39 1.33 1.70 3.12 1.85 69.6 22.3

α = 3 . 0 −60 0 0.48 1.51 1.44 1.44 3.23 2.01 64.7 16.3

α = 3 . 5 −70 0 0.45 1.62 1.55 1.25 3.35 2.17 60.2 11.9

α = 4 . 0 −80 0 0.42 1.73 1.65 1.10 3.48 2.31 55.9 8.7

Kaiser Bssel
α = 2 . 0 −46 −6 0.49 1.50 1.43 1.46 3.20 1.99 65.7 16.9

α = 2 . 5 − 57 − 6 0.44 1.65 1.57 1.20 3.38 2.20 59.5 11.2

α = 3 . 0 − 69 − 6 0.40 1.80 1.71 1.02 3.56 2.39 53.9 7.4

α = 3 . 5 − 82 − 6 0.37 1.93 1.83 0.89 3.74 2.57 48.8 4.8

( cont. )