391 

 ^^^^^Hic.'X^'):^^^, V^^'^ ^^>i (40) 



(41) 



(42) 



(3/2) 

 The function h^ ' ^ (x, r) takes the form 



where S is given by Eq. (29). 



The function hS^'^^ (x, V) has the following properties: 



The functions y^^'^^ (x, r) and iS^''^^ (x, TT) are presented in 

 Tables III and IV, respectively. 



The maxLttiura value of h (x, f) occurs at x = andf =^1^ 



= 0.578 and has a value h^^^^ = h^^^^^ (o>'^L^^7= 0.1315. 

 Case (3 ). = 5/2 



The solution for this case is 



where as before (^ is given by fiq. (29). Some properties of y*'-'' ' ix,f) 

 are 



74 



