Line Segment

―

$\overline{\text{AF}},a-f$

$\overline{\text{AO}},a$

$\overline{\text{A <msup> F <mo> ′ </mo> </msup>}},a+f$

―

Eccentricity Indication

―

$\left(1-\epsilon \right)a$

a

$\left(1+\epsilon \right)a$

―

Orbital Radius

$\frac{r_{\mathrm{e}}}{4}$

$r_n^{-}$

$\frac{r_{\mathrm{e}}}{2}$

$r_n^{+}$

$\infty$

Indication using n and $\alpha$

―

${\left(n^2+{\alpha }^2\right)}^{1/2}-n$

${\left(n^2+{\alpha }^2\right)}^{1/2}$

${\left(n^2+{\alpha }^2\right)}^{1/2}+n$

―

Relativistic Energy of Electron $E_{\mathrm{ab},n}$ , $E_{\mathrm{ph},n}-m_e{c}^2$

$-m_e{c}^2$

$-m_n{c}^2$

0 *3

$m_n{c}^2$ *1

$m_e{c}^2$ *6

Photon Energy $E_{ph,n}$

0

$\left(m_e-m_n\right)c^2$

$m_e{c}^2$ *4

$\left(m_e+m_n\right)c^2$ *2

$2m_e{c}^2$ *7

Negative Energy $-m_e{c}^2$

$-m_e{c}^2$

$-m_e{c}^2$

$-m_e{c}^2$ *5

$-m_e{c}^2$

$-m_e{c}^2$ *8