Properties of an α Particle in a Bohrium 270 Nucleus under the Generalized Symmetric Woods-Saxon Potential

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The energy eigenvalues and the wave functions of an α particle in a Bohrium270 nucleus have been calculated by solving Schrödinger equation for Generalized SymmetricWoods-Saxon potential. Using the energy spectrum by excluding and includingthe quasi-bound eigenvalues, entropy, internal energy, Helmholtz energy, and specificheat, as functions of reduced temperature have been calculated. Stability and emissioncharacteristics have been interpreted in terms of the wave and thermodynamic functions.The kinetic energy of a decayed a particle was calculated using the quasi-bound states,which has been found close to the experimental value.

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Generalized symmetric Woods , Saxon potential , Tight bound states , Quasi bound states , Analytical solutions , Partition function , Thermodynamic functions

Journal Of Natural an‎d Applied Sciences

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Journal Of Natural an‎d Applied Sciences