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سلوى محمد الصالح | Salwa M. Alsaleh

Associate Professor

Theoretical Particle Physics

كلية العلوم
مبنى 5، الدور 3 . رقم المكتب 221
المنشورات
مقال فى مجلة
2016

Calculation of The Covariant Matrix Elements, and Cross-sections of Feynman-Dyson Diagram for Compton Diffusion on a Bound Electron

Saleh, Salwa Al . 2016

This paper completes a previous published work that calculated analytically the relativistic wavefunctions for bound electron in a Compton diffusion process. This work calculates the relativistic propagator and the Wronskian of the two associated Feynman diagrams of Compton diffusion (emission first and absorption first). Then find an explicit expression for the covariant matrix elements separated into two parts: spin-angular part and radial part. Using these explicit expressions, the effective cross-section for Compton diffusion in the most general form is obtained in terms of basic dynamical and static quantities, like electron’s and photon’s 4-momenta and atomic number. The form of the cross-section is put ready for numerical calculations.

مجلة/صحيفة
The European Physical Journal Plus
مزيد من المنشورات
publications

In this paper, we construct and calculate a non-perturbative path integrals in a multiply-connected space-time. This is done by by summing over homotopy classes of paths. The topology of the space…

2019
publications

In this paper, we have constructed the Feynman path integral method for non-paraxial optics. This is done by using the mathematical analogy between a non-paraxial optical system and the…

2018