PRACTICAL APPLICATION OF THE FOURIER INTEGRAL 689 

 TABLE I (Continued) 



air 

 o. 



5. 



6. 

 1.* 



>2.* 

 !3.* 

 14.* 



;5.* 



16.* 



n.* 



Coefficient F{f) for the 

 Cisoidal Oscillation 



4p r /_H.+„(/^) Y_._,^M 1 _* ^ 



/a-i( V^^ -P'+ ip)Ja-i{-^^' -P'- ip) 



I.-d^¥Th' - p)K^-.{4f + b^ + p) 



#o(/) = - lim ^ 



^o(/-/o), limby 98r 



^o(/-/o) +^o(/+/o), Hmby981 = 

 ^o(/ - /o) - ^o(/ +/o), lim by 981 = 



.,(/) = lim (-^e-'^^= 



>_i(/) = \\mU±\\e-'^^\ 0< ±/ 



Coefficient Gig) for the 

 Unit Impulse 



22«(g + Vg2 + 4)^ 



xV7rg(g2 + 4) 



<g 



- (4 - g^)-^/2.-i(5V4 - e), 



TV 



-2 <g<2 

 (f-4)-^72.-i(6Vf -4), 2 <g 



1 



cis(27r/og) 

 2 cos(27r/og) 

 z2 sin(27r/og) 



— •i27rg 



1_ 



z27rg 



1 



+ X^o(g) 



+ -Tx-^i{g) + M^o(g) 



47r-g^ il-K 



A star marks a pair as being the limit approached by regular pairs. 



