PRACTICAL APPLICATION OF THE FOURIER INTEGRAL 673 



TABLE I (Continued) 



air 



1. 



52. 



Coefficient F(f) for the 

 Cisoidal Oscillation 



Coefficient G{g) for the 

 Unit Impulse 



1 



v^(i + ^m 



sip 



(P + 7)(1 + ^^^P) 



53.* 



54. 



55. 



56.* 



57. 



58. 



159.* 



)60. 



571. 



Ip_±_a 



p \ p 



1 p + a 



1 



V(/. + a)(/> + /3) 



V^2 _^ ^2 

 1 



1 



V/32 _ ^2 



V/J + 



V^' + Vp + 



^p -\- a 1 



p(V/> + Vi> + a) ^ 



(^2 + ^,2)-«^ 



-— exp - erfc ^ . , 



<g 



^ 2A^(erf V- 7g - V-/37) 



1 +^7 



+ ^i-P^g/^\ erfcJ. 0<, 

 V/3(l 4- i37) ^^ 



^o(g) + ^^-^"''[A(iag) + /o(|«g)], 



<g 



e-^^T^g^id^g) + (1 + «g)Jo(i«g)]. 



<g 



g-K«+^)^j„[i(« _ /3)g], 



•i(g) +--^i(ag), 

 g 



Jo(ag), 



<g 

 <g 

 <g 



KMg\) 



< R{a) < 1 



h^o{g)+le-'^'"'hihag), 



<g 



- fe-^«TA(|«g) + /o(i«g)], < g 



V^ / 1 



r(a) V2& 



/«-j(&g). 



<g 



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



