Fatka (talk contribs) Fatka (talk · contribs) Fatka (talk · contribs) -Fatka (talk · contribs)
-- Fatka (talk · contribs)
-- Fatka (talk · contribs) 01:26, 10 November 2008 (UTC)
01:26, 10 November 2008 (UTC)
- Fatka (talk · contribs) 19:03, 10 November 2008 (UTC)
- Fatka (talk · contribs) 06:38, 25 March 2009 (UTC)
≢ {\displaystyle \not \equiv }
≡ ⇒
done using <math> \begin{align} bla bla & = bla bla & = bla bla \end{align} </math>
H ^ = p ^ 1 2 2 m e + p ^ 2 2 2 m e − Z e 2 | r 1 | − Z e 2 | r 2 | + e 2 | r 1 − r 2 | = [ p ^ 1 2 2 m e − Z ~ e 2 | r 1 | + p ^ 2 2 2 m e − Z ~ e 2 | r 1 | − Z ~ e 2 | r 2 | ] + [ ( Z ~ − Z ) e 2 | r 1 | + ( Z ~ − Z ) e 2 | r 2 | ] + e 2 | r 1 − r 2 | {\displaystyle {\begin{aligned}{\hat {H}}&={\frac {\mathbf {{\hat {p}}_{1}} ^{2}}{2m_{e}}}+{\frac {\mathbf {{\hat {p}}_{2}} ^{2}}{2m_{e}}}-{\frac {Ze^{2}}{|\mathbf {r_{1}} |}}-{\frac {Ze^{2}}{|\mathbf {r_{2}} |}}+{\frac {e^{2}}{|\mathbf {r_{1}-r_{2}} |}}\\&=\left[{\frac {\mathbf {{\hat {p}}_{1}} ^{2}}{2m_{e}}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{1}} |}}+{\frac {\mathbf {{\hat {p}}_{2}} ^{2}}{2m_{e}}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{1}} |}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{2}} |}}\right]+\left[{\frac {({\tilde {Z}}-Z)e^{2}}{|\mathbf {r_{1}} |}}+{\frac {({\tilde {Z}}-Z)e^{2}}{|\mathbf {r_{2}} |}}\right]+{\frac {e^{2}}{|\mathbf {r_{1}-r_{2}} |}}\\\end{aligned}}}
<math> \begin{alignat}{2} bla bla & = bla bla & = bla bla \end{alignat} </math>
H ^ = p ^ 1 2 2 m e + p ^ 2 2 2 m e − Z e 2 | r 1 | − Z e 2 | r 2 | + e 2 | r 1 − r 2 | = [ p ^ 1 2 2 m e − Z ~ e 2 | r 1 | + p ^ 2 2 2 m e − Z ~ e 2 | r 1 | − Z ~ e 2 | r 2 | ] + [ ( Z ~ − Z ) e 2 | r 1 | + ( Z ~ − Z ) e 2 | r 2 | ] + e 2 | r 1 − r 2 | {\displaystyle {\begin{alignedat}{2}{\hat {H}}&={\frac {\mathbf {{\hat {p}}_{1}} ^{2}}{2m_{e}}}+{\frac {\mathbf {{\hat {p}}_{2}} ^{2}}{2m_{e}}}-{\frac {Ze^{2}}{|\mathbf {r_{1}} |}}-{\frac {Ze^{2}}{|\mathbf {r_{2}} |}}+{\frac {e^{2}}{|\mathbf {r_{1}-r_{2}} |}}\\&=\left[{\frac {\mathbf {{\hat {p}}_{1}} ^{2}}{2m_{e}}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{1}} |}}+{\frac {\mathbf {{\hat {p}}_{2}} ^{2}}{2m_{e}}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{1}} |}}-{\frac {{\tilde {Z}}e^{2}}{|\mathbf {r_{2}} |}}\right]+\left[{\frac {({\tilde {Z}}-Z)e^{2}}{|\mathbf {r_{1}} |}}+{\frac {({\tilde {Z}}-Z)e^{2}}{|\mathbf {r_{2}} |}}\right]+{\frac {e^{2}}{|\mathbf {r_{1}-r_{2}} |}}\\\end{alignedat}}}