What's New
About the Project
19 Elliptic Integrals Symmetric Integrals 19.17 Graphics

Figure 19.17.8 (See in context.)

Figure 19.17.8: RJ(0,y,1,p), 0y1, -1p2. Cauchy principal values are shown when p<0. The function is asymptotic to 32π/yp as p0+, and to (32/p)ln(16/y) as y0+. As p0- it has the limit (-6/y)RG(0,y,1). When p=1, it reduces to RD(0,y,1). If y=1, then it has the value 32π/(p+p) when p>0, and 32π/(p-1) when p<0. See (19.20.10), (19.20.11), and (19.20.8) for the cases p0±, y0+, and y=1, respectively.
Scale Figure
Cutting Control

Your browser does not support WebGL. Please choose an alternative format for 3D interactive visualization.


Please see Vizualization Help for more details, and Customize to change your choice or for other customizations.