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Si el operador hamiltoniano de un sistema es = ad^2/dx^2 y la funcin propia de uno de sus estados es: = b cos[(/L)x] donde a,

Si el operador hamiltoniano de un sistema es  = ad^2/dx^2 y la funcin propia de uno de sus estados es:  = b cos[(/L)x] donde a, b y L(longitud de la caja) son constantes, entonces la energa de este sistema es __________. Si esta funcin describe una caja unidimensional en x de longitud L, a qu valores de x seran los lmites de la condiciones de contorno para esta caja. Si b es la constante de normalizacin, determine su valor.

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