$\vec{F}_i=-\vec{\nabla}_{\vec{r}_i}\bigg(\sum_{j\neq i}^n$	$\frac{m_i m_j}{|\vec{r}_{i,j}|}$	$+q_{i}$$\left(2z^2-x^2-y^2\right)$	$+q_{i}$$\left(x^2-y^2\right)$	$\cos($$\,\, t)\bigg)$	$+\vec{v}_i\bigg(\times $$\hat{z}$	$-$$ \bigg)$	stop	Add Ball?	dt=
	G:	$V_{DC}$:	$V_{RF}$:	$\omega_{RF}$:	$B_{z}$:	$\beta$: