Calculation: WH6BBL - 1
(x-x0)^2* (y-y0)^2* (z-z0)^2 =
R^2
R^2
|
(x-x0)^2* (y-y0)^2* (z-z0)^2 = R^2$$(x-x0)^{2}\cdot (y-y0)^{2}\cdot (z-z0)^{2}$$ = $$R^{2}$$
(x-x0)^2 =
$$(x-x0)^{2}$$ = $$\frac{R^{2}}{(y-y0)^{2}\cdot (z-z0)^{2}}$$
| R^2 |
| / (y-y0)^2/ (z-z0)^2 |
x =
+x0$$x$$ = $$\frac{R}{(y-y0)\cdot (z-z0)}+x0$$
| R |
| / (y-y0)/ (z-z0) |