$E=eV$

(ID 4061)

$v=\sqrt{\displaystyle\frac{2eV}{m}}$

(ID 4056)

(ID 247)

$j_z=AT^2(1-\gamma)e^{-\phi/kT}$

(ID 4030)

(ID 244)

(ID 851)

$T=\left(\displaystyle\frac{\rho_uI_e^2}{2\epsilon\pi^2\sigma r_f^3T_u^u}\right)^{1/(4-u)}$

(ID 4029)

$\rho_e(T)=\rho_u\left(\displaystyle\frac{T}{T_u}\right)^u$

(ID 4028)

$A=\displaystyle\frac{4\pi m_ek^2e}{h^3}$

(ID 4031)

$j_{max}=-\displaystyle\frac{4\epsilon_0}{9}\sqrt{\displaystyle\frac{2e}{m_e}}\displaystyle\frac{V^{3/2}}{d^2}$

(ID 4032)

(ID 852)

$I_f^2\rho_e(T)\displaystyle\frac{l_f}{\pi r_f^2}=2\pi r_fl_f\epsilon\sigma(T^4-T_0^4)$

(ID 4027)

radiotherapy001

(ID 3045)

radiotherapy002

(ID 3046)

radiotherapy003

(ID 3047)

radiotherapy010

(ID 3054)

radiotherapy011

(ID 3055)

radiotherapy013

(ID 3057)