Author(s)

Einas Mohamed Ahmed Mohamed^1,2, Mohammed Idriss Ahmed Mohammed³, Mubarak Dirar Abd-Alla³, Mohamed Yahia Shirgawi Mohammed⁴, Saffa Elsiddig Abd Magid⁵

¹Department of Physics & Mathematics, Faculty of Education, Taif University, Taif, KSA.
²University of Gezira, Wad Medani, Sudan.
³Department of Physics, Faculty of Science, Sudan University of Science and Technology, Khartoum, Sudan.
⁴Department of Physics, Faculty of Art and Science at AL Muznab, AL Qassim University, AL Muznab, KSA.
⁵Department of Physics, Faculty of Science and Technology, Omdurman Islamic University, Omdurman, Sudan.

The Wave function of Schrodinger Equation is expressed in terms of time dependent energy eigen function and spatial dependent wave function in the energy space, which gives spatial energy probability. This equation is utilized to find quantum momentum dependent on temperature. This in turn is used to find quantum complex resistance. This expression shows that the superconducting resistance vanishes for temperatures less than a certain critical value. This result conforms to superconductor conventional theory and empirical relations. The application of external magnetic field destroys superconductivity when its strength exceeds a certain critical value. The expression of the relationship between the critical magnetic field and the critical temperature is typical to the conventional one. This is the first time to obtain the conventional relationship for the superconductor’s resistance and critical magnetic field in one model in the energy space.

Superconductivity, Schrodinger Equation, Energy Space, External Magnetic Field, Complex Resistance

Ahmed Mohamed, E. , Ahmed Mohammed, M. , Abd-Alla, M. , Yahia Shirgawi, M. and Abd Magid, S. (2020) Explanation of Magnetic Destruction of Superconductor Using Schrodinger Equation in the Energy Space. Natural Science, 12, 174-180. doi: 10.4236/ns.2020.123015.