No Need For Packets, All Eat Here

From the previous post "Catastrophe! No Small Change",

$\bar { U_{ B } } =\cfrac { \mu _{ o }\omega ^{ 2 }e^{ 2 }a_e }{ 8\pi ^{ 3 }r^{ 3 }_{ e } }  \cfrac { sin^{ 3 }(\theta _{ o }) }{ cos^{ 2 }(\theta _{ o }) } e^{ -\cfrac { 4r_{ e } }{ a_{ e }cos(\theta _{ 0 }) }  }$

The exponential term is very sensitive to the relative values of  $\cfrac{r_e}{a_e}$  and by reciprocity, $\cfrac{r_p}{a_p}$.  A illustrative plot of $U_B$ using varies ratio of $\cfrac{r_e}{a_e}$ is given below,  The actual graph plotted is (sin(x))^3*e^{-4*a/cos(x)}*1/(cos(x))^2 where  1<a<2, in steps of 0.05.

It seems that the charge's orbit is only slightly larger than its size in order to give the radiation profile obtained experimentally.