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Interconexión entre las funciones de onda en representaciones de coordenadas, impulsos y estados coherentes
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Funciones de onda, estado mecánico cuántico (es)Downloads
Encontramos una expansión natural para la representación de estados coherentes de un estado mecánico cuántico, en la cual la función de onda en representación de coordenadas y sus derivadas intervienen como coeficientes desconocidos de la expansión. Por aplicación de una regla apropiada es posible deducir resultados similares para la función de onda en representación de impulsos y sus derivadas.
We find a natural expansion for coherent-state representation of a quantum-mechanical state, in which position-space wave function and its derivatives appear as the unknown coefficients of the expansiono by application of a suitable rule, it is possible to deduce similar results for momentum-space wave function and its deri vati ves.
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