> tetdnK;
mdn = 2 (r a cos(0) I) 2/,lasn) -I(2 2 S 6
r + a cos(0) I 2 r + a cos(0) I
1l r2 2 M\Ir + a2 (2 2 M\Ir + a2) Sin $)2
ndn = 0 -
L2 (r + a cos(0) I) (r a cos(0) I) 2' '2 (r + a cos(0) I) (r a cos(0) I)1 '
Idn ~- (r + a cos(0) I) (r a cos(0) I)r ~
l a sin(0) 1 2-I(2 + 2) Sin 6)
mrdn = 2 0, (r + a cos(0) I) 2/,2
r a cos(0) I 2 r a cos(0) I
Though we may not make explicit reference to it, GHPtools will be (and has been in
earlier parts of this chapter) used extensively both to obtain and verify the result at hand.