Classic Blackman

The so-called ``Blackman Window'' is the specific case for which $\alpha_0 = 0.42$ $\alpha_1 = 0.5$ , and $\alpha_2 = 0.08$ . It has the following properties:

• Side lobes roll off at about $18\dB$ per octave (like Hann)
• Side-lobe level is about $58$ dB (worst case)
• One degree of freedom used to increase the roll-off rate from 6dB/octave (like rectangular) to 18 dB per octave by matching amplitude and slope to 0 at the window endpoints
• One degree of freedom is used to minimize side lobes (like Hamming)
• One degree of freedom is used to scale the window