@article{Karki_Dhobi_Nakarmi_Yadav_2022, title={Energy Eigenvalue and Thermodynamic Properties of q-deformed Hulthen Potential}, volume={19}, url={https://nepjol.info/index.php/BIBECHANA/article/view/46416}, DOI={10.3126/bibechana.v19i1-2.46416}, abstractNote={<p>The objective of this work is to calculate the energy eigenvalue for q-deformed Hulthen potential using a Gaussian hypergeometric function with centrifugal approximation factor and related thermodynamical properties. For this, we develop a mathematical model using the Schrodinger wave equation to find the energy eigenvalue. In addition, the thermodynamic parameters were also calculated for q-deformed Hulthen potential using the partition function. The energy eigenvalue for quantum numbers n=1 to n=5 was observed for screening parameters 0.1, 0.5, and 1. In between, 0.1 to 1 and n=1 to n=2 the energy eigenvalue ranges from -1.048 to -208.572. The energy eigenvalue for considering potential shows that decrease with increasing the quantum number which means electron are loosely bounded nucleus in an atom. Also, the vibrational mean energy, vibrational mean free energy, vibrational specific heat capacity, and vibrational entropy are obtained but due to complexity, the further development of the equation is the limitation of this work.</p>
<p>BIBECHANA 19(2022)165-169</p>}, number={1-2}, journal={BIBECHANA}, author={Karki, Bhishma and Dhobi, Saddam Husain and Nakarmi, Jeevan Jyoti and Yadav, Kishori}, year={2022}, month={Jul.}, pages={165–169} }