تطورت نظرية السوائل الكوانتية في السنوات الأخيرة بشكل كبير نظراً للطيف الواسع من الظواهر الطبيعية القابلة للتفسير بحدود من بارامترات هذه النظرية (بارامترات لانداو في سائل فيرمي). قمنا في خلال هذه الورقة بحل المعادلة الحركية للكثافة السبينية المطّورة مؤخراً بعد إضافة حدّ راشبا للترابط السبيني المداري و ذلك بتابعية بارامترات لانداو من المرتبة . و حسبنا أيضاً الطواعية المغناطيسية بعد أخذ تابع التأثير المتبادل بعين الاعتبار. ثمّ أوجدنا علاقة الطواعية المغناطيسية الناتجة علاقة التشتت لطاقة الاضطراب البنيوي (collective energy) المنتشر في السائل الكوانتي و ذلك بحساب الصيغ الموجية المختلفة (wave modes) عند أصفار التابع العقدي للطواعية المغناطيسية.
The theory of quantum liquids (quantum liquid theory) in the last few Years largely
developed because of the brood spectrum of natural phenomenon relating to the limitation
of parameters of the this (the parameters of the Landau Fermi liquid theory). We aim
through this paper to resolve kinetic equation for the spin density. After adding Rashba
term of spin-orbit coupling that belong to Landau parameters of orders ( 0,1). Also
calculated the magnetic susceptibility also taking into account the mutual influence
function,wich we have greeted from the collective perturbation energy. The propagation in
quantum liquids by calculation(wave modes) at zeros complex function of magnetic
susceptibility.
References used
LANDAU L.D. Soviet J. phys.-JETP V3 p.920,(1957)
LANDAU L.D.( Sov. Phys-JETP V5(101) ,(1957).LEGGETT A.J., Theoretical Description of New Phases of Liquid He 3 , Rev. Mod. Phys. V47,N2 (1975).p331-415
BAYM G, and PETHICK C.J.,( Landau Fermi Liquid Theory: Concepts and Applications(New York Wiley),( 1992)p60-127
In this research, it has been studied the Fermi-Liquid density wave depending on
Landau theory. The kinetic equation has been solved using relaxation time approximation
at collision less condition. This is by expanding particle density function of
This research studies solving the linear second order difference
equation with variable coefficients.
For solving this equation we use two theorems and prove these theorems as well
as we use some definitions and main concepts .
In this study, an Interaction Function between quasi particles has been introduced
into an energy formula in Kinetic Equation of Quantum Plasmas. Such new type can be
used to study quasi Particles of Quantum Fermi Plasmas, since it contains quantum
In This Scientific Paper it had been studied the Effect of Ponderomotive Force on
Landau damping of electron Wave in dense quantum Plasmas, by Using quasi quantum
kinetic Equation, Using the Corrections due to both of quantum effects and Ponderomot
The main goal of the presented research in this paper is to find a general way to solve longitudinal vibration problems. This way must solve these problems in nonlinear elastic bar systems with a biological factor.
We applied longitudinal vibration