DÜZGÜN MANYETİK ALANDA HAREKET EDEN GÖRELİ ELEKTRON İÇİN KENDİLİĞİNDEN YAYMA YARI ÖMÜRLERİNİN HESAPLANMASI
Abstract
Bu çalışmada, düzgün manyetik alanda göreli hareket yapan elektron problemi öz-alan kuantum elektrodinamiği yaklaşımıyla ele alınmıştır. Öz alan formalizmi, elektronun öz enerjisini temel alan bir yaklaşımdır. Bu yaklaşım yardımıyla söz konusu elektronun kendiliğinden yayma bozunma oranları değerlendirilmiştir.
References
- Açıkgöz,İ.,Barut, A. O., Kraus, J., Ünal, N. (1995) : Self-field QED Without Infinities: A New Calculation of Vacuum Polarization, Phys. Letters A 198, 126.
- Açıkgöz, İ., Ünal, N. (1998) : Vacuum Polarization in Self-field QED, Found. of Phys. 28, 5,815.
- Barut, A. O., Dowling, J. P. (1987) : QED Based On Self-Energy, Without Second Quantization: The Lamb Shift and Long Range Casimir Polder Van Der Waals Forces Near Boundaries, Phys. Rev. A 36, 2550-2556.
- Barut, A. O. (1980) : Electromagnetic Interactions Beyond QED, Foundation of Radiation Theory and QED, (A. O. Barut, Editor) Plenum, New York.
- Barut, A. O., Kraus, J. (1983) : Nonperturbative QED The Lamb Shift, Foundation of Phys. 13, 189-194.
- Binbay,F.(1995) “Göreli Landau Elektronu İçin Kendiliğinden Yayma Yarıömürlerinin Hesaplanması” Yayınlanmamış doktora tezi, Dicle Üniversitesi Fen Bilimleri Enstitüsü, Diyarbakır.
- Dereli, T., Verçin, A.(2000) : Kuantum Mekaniği 2, 107, METU Press, Ankara.
- Grandy, Jr., Walter T. (1991) : Relativistic Quantum Mechanics of Leptons and Fields, Kluwer Academic Publishers. The Netherlands.
- Havare, A., Binbay, F. (2000) : The Expression of Relativistic Landau Eigenstates in Cylindirical Coordinates, International J. of Diff. Eqs. and Applications 1, 3.
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Year 2007,
Issue: 9, 123 - 127, 01.12.2007
Abstract
In this study, the problem of an electron which moves in a uniform magnetic field is considered by self-field quantumelectrodynamics formulation. This formalism is based upon the electron’s self-energy. By using this formulation, the spontaneous emmission decay rates of the electron are calculated.
References
- Açıkgöz,İ.,Barut, A. O., Kraus, J., Ünal, N. (1995) : Self-field QED Without Infinities: A New Calculation of Vacuum Polarization, Phys. Letters A 198, 126.
- Açıkgöz, İ., Ünal, N. (1998) : Vacuum Polarization in Self-field QED, Found. of Phys. 28, 5,815.
- Barut, A. O., Dowling, J. P. (1987) : QED Based On Self-Energy, Without Second Quantization: The Lamb Shift and Long Range Casimir Polder Van Der Waals Forces Near Boundaries, Phys. Rev. A 36, 2550-2556.
- Barut, A. O. (1980) : Electromagnetic Interactions Beyond QED, Foundation of Radiation Theory and QED, (A. O. Barut, Editor) Plenum, New York.
- Barut, A. O., Kraus, J. (1983) : Nonperturbative QED The Lamb Shift, Foundation of Phys. 13, 189-194.
- Binbay,F.(1995) “Göreli Landau Elektronu İçin Kendiliğinden Yayma Yarıömürlerinin Hesaplanması” Yayınlanmamış doktora tezi, Dicle Üniversitesi Fen Bilimleri Enstitüsü, Diyarbakır.
- Dereli, T., Verçin, A.(2000) : Kuantum Mekaniği 2, 107, METU Press, Ankara.
- Grandy, Jr., Walter T. (1991) : Relativistic Quantum Mechanics of Leptons and Fields, Kluwer Academic Publishers. The Netherlands.
- Havare, A., Binbay, F. (2000) : The Expression of Relativistic Landau Eigenstates in Cylindirical Coordinates, International J. of Diff. Eqs. and Applications 1, 3.
- Tsai, W., Yıldız,A. (1973) : Motion of an Electron in a Homogenous Magnetic Field- Modified Propagation Function and Synchrotron Radiation, Phys.Rev. D. 8, 3446-3460.
There are 10 citations in total.
Details
| Primary Language | Turkish |
|---|---|
| Journal Section | Research Article |
| Authors | |
| Publication Date | December 1, 2007 |
| Published in Issue | Year 2007 Issue: 9 |