نام و نام خانوادگی سید کامران مویدی شغل عضو هیئت‌علمی دانشگاه اراک تحصیلات دکترای تخصصی / ذرات بنیادی و نظریه میدانها - ریاضی فیزیک وبسایت مشاهده پست الکترونیک S-MOAYEDI [at] araku [dot] ac [dot] ir مقاله چاپشده مقاله ارائهشده کتاب پایان نامه های تقاضا محور و غیر تقاضا محور طرح پژوهشی خاتمهیافته افتخارات و جوایز استانی، کشوری و بینالمللی ابداع عنوانمجله 1 A finite model for electrodynamics by introducing a form factor into the kinetic term of Maxwell theory Iranian Journal of Physics Research 2 Lagrangian reformulation of Maxwell electrostatics based on a one-parameter extension of the Heisenberg algebra in a six-dimensional phase space Journal of Research on Many-body Systems 3 A singularity-free model for a point charge potential in the presence of a momentum cutoff in a D- dimensional Euclidean space ( D>=3) Iranian Journal of Physics Research 4 The short-distance behavior of an Abelian Proca model based on a one-parameter extension of the covariant Heisenberg algebra Modern physics Letters A 5 Lagrangian formulation of an infinite derivative real scalar field theory in the framework of the covariant Kempf–Mangano algebra in a (D+1)-dimensional Minkowski space–time Annals of Physics 6 Application of Biot–Savart law and generalized uncertainty principle International Journal of Geometric Methods in Modern Physics 7 Relationship Between Integro-Differential Schrodinger Equation with a Symmetric Kernel and Position-Dependent Effective Mass Few-Body Systems 8 An analytical investigation of the cylindrical capacitor in the framework of a two-parameter modification of Born–Infeld electrodynamics International Journal of Geometric Methods in Modern Physics 9 Parallel-plate and spherical capacitors in Born-Infeld electrostatics: An analytical study EUROPEAN PHYSICAL JOURNAL PLUS 10 Analytical Calculation of Stored Electrostatic Energy per Unit Length for an Infinite Charged Line and an Infinitely Long Cylinder in the Framework of Born-Infeld Electrostatics Advances in High Energy Physics 11 Quantum Gravitational Corrections to the Real Klein-Gordon Field in the Presence of a Minimal Length International Journal of Theoretical Physics 12 Exact Solutions of Dirac Equation on (1+1)-Dimensional Spacetime Coupled to a Static Scalar Field International Journal of Theoretical Physics 13 FORMULATION OF THE SPINOR FIELD IN THE PRESENCE OF A MINIMAL LENGTH BASED ON THE QUESNE–TKACHUK ALGEBRA International Journal of Modern Physics A 14 Interacting dark energy in Hořava-Lifshitz cosmology Astrophysics and Space Science 15 Formulation of an electrostatic field with a charge density in the presence of a minimal length based on the Kempf algebra Europhysics Letters 16 Formulation of Electrodynamics with an External Source in the Presence of a Minimal Measurable Length Advances in High Energy Physics 17 LAGRANGIAN FORMULATION OF A MAGNETOSTATIC FIELD IN THE PRESENCE OF A MINIMAL LENGTH SCALE BASED ON THE KEMPF ALGEBRA International Journal of Modern Physics A