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documentation:language_reference:functions:createresonantspectra [2016/10/10 09:41] – external edit 127.0.0.1documentation:language_reference:functions:createresonantspectra [2017/03/28 11:00] Maurits W. Haverkort
Line 33: Line 33:
 ===== Output ===== ===== Output =====
  
-  * //G// : Spectrum object+  * //G// : Spectrum object
  
 +In the case that $O_3$ ($\{O_3^a, O_3^b\}$) , $O_4$ ($\{O_4^{\alpha}, O_4^{\beta}, O_4^{\gamma}\}$) and $\psi$ ($\{\psi_1,\psi_2,\psi_3\}$) are given as tables the order of spectra returned is:
 +
 +$\{$
 +$I_1^{a,\alpha}(E_0)$, $I_1^{a,\alpha}(E_1)$, $\dots$, $I_1^{a,\alpha}(E_{N_E})$,
 +$I_1^{a,\beta}(E_0)$,  $I_1^{a,\beta}(E_1)$,  $\dots$, $I_1^{a,\beta}(E_{N_E})$,
 +$I_1^{a,\gamma}(E_0)$, $I_1^{a,\gamma}(E_1)$, $\dots$, $I_1^{a,\gamma}(E_{N_E})$,
 +     
 +$I_1^{b,\alpha}(E_0)$, $I_1^{b,\alpha}(E_1)$, $\dots$, $I_1^{b,\alpha}(E_{N_E})$,
 +$I_1^{b,\beta}(E_0)$,  $I_1^{b,\beta}(E_1)$,  $\dots$, $I_1^{b,\beta}(E_{N_E})$,
 +$I_1^{b,\gamma}(E_0)$, $I_1^{b,\gamma}(E_1)$, $\dots$, $I_1^{b,\gamma}(E_{N_E})$,
 +     
 +     
 +$I_2^{a,\alpha}(E_0)$, $I_2^{a,\alpha}(E_1)$, $\dots$, $I_2^{a,\alpha}(E_{N_E})$,
 +$I_2^{a,\beta}(E_0)$,  $I_2^{a,\beta}(E_1)$,  $\dots$, $I_2^{a,\beta}(E_{N_E})$,
 +$I_2^{a,\gamma}(E_0)$, $I_2^{a,\gamma}(E_1)$, $\dots$, $I_2^{a,\gamma}(E_{N_E})$,
 +     
 +$I_2^{b,\alpha}(E_0)$, $I_2^{b,\alpha}(E_1)$, $\dots$, $I_2^{b,\alpha}(E_{N_E})$,
 +$I_2^{b,\beta}(E_0)$,  $I_2^{b,\beta}(E_1)$,  $\dots$, $I_2^{b,\beta}(E_{N_E})$,
 +$I_2^{b,\gamma}(E_0)$, $I_2^{b,\gamma}(E_1)$, $\dots$, $I_2^{b,\gamma}(E_{N_E})$,
 +     
 +     
 +$I_3^{a,\alpha}(E_0)$, $I_3^{a,\alpha}(E_1)$, $\dots$, $I_3^{a,\alpha}(E_{N_E})$,
 +$I_3^{a,\beta}(E_0)$,  $I_3^{a,\beta}(E_1)$,  $\dots$, $I_3^{a,\beta}(E_{N_E})$,
 +$I_3^{a,\gamma}(E_0)$, $I_3^{a,\gamma}(E_1)$, $\dots$, $I_3^{a,\gamma}(E_{N_E})$,
 +     
 +$I_3^{b,\alpha}(E_0)$, $I_3^{b,\alpha}(E_1)$, $\dots$, $I_3^{b,\alpha}(E_{N_E})$,
 +$I_3^{b,\beta}(E_0)$,  $I_3^{b,\beta}(E_1)$,  $\dots$, $I_3^{b,\beta}(E_{N_E})$,
 +$I_3^{b,\gamma}(E_0)$, $I_3^{b,\gamma}(E_1)$, $\dots$, $I_3^{b,\gamma}(E_{N_E})$ $\}$
 +
 +where the alphabetic, greek and numeral indices refer to $O_3$, $O_4$ and $\psi$.
 ===== Example ===== ===== Example =====
  
 ### ###
-description text+Calculates the resonant spectra for some toy Hamiltonian and transition operators.
 ### ###
  
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