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    First-Order Correction in Ground State of Particle

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    Calculate the first-order correction to the ground-state energy of a particle in a three dimensional box with the perturbation:
    H^1 = V in the range
    a/4 < x < 3a/4, b/4 < y < 3b/4 , c/4 < z < 3c/4 where H^1=0 otherwise V=hv

    (See attached file for full problem description)

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    https://brainmass.com/chemistry/modern-quantum-theory/first-order-correction-in-ground-state-of-particle-76905

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    Solution Summary

    This solution calculates the wave functions of the particle in the ground state and uses integration limits and trigonometric functions to determine the first-order correction to the ground state energy of a particle with the specific perturbation. All steps are shown with explanations.

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