Energy of fermi walker derivative of magnetic curves
2020
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Advisor: Doç. Dr. Talat Körpınar
Abstract (EN)
This work has consisted of five chapters. The first part of the study has been given. In the second part, a resource survey has been done on the subject. In the third section, the basic definitions and concepts related to the subject have been expressed and the introduction and theorems related to magnetic curves in 3-dimensional Euclidean space have been given. In the fourth chapter, the energies of Fermi-Walker derivatives of magnetic curves have been calculated. Results have been given in the final section.
Author
Dr. Hatice Özdemir
How to Cite
Hatice Özdemir (Master Thesis). Energy of fermi walker derivative of magnetic curves, 2020, Muş Alparslan University.
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