Titre :	Développement et traitement de certains problèmes de mécanique quantique.
Type de document :	texte imprimé
Auteurs :	Ilyas Haouam, Auteur ; Lyazid Chetouani, Auteur
Editeur :	جامعة الإخوة منتوري قسنطينة
Année de publication :	2019
Importance :	104 f.
Format :	30 cm.
Note générale :	Doctorat 3éme CYCLE LMD. 1 copies imprimées disponibles
Langues :	Français (fre)
Catégories :	Français - Anglais Physique
Tags :	physique: Physique theorique  Limite non relativiste  équation de Schrödinger-Pauli  équation de Dirac  équation de DKP  équation de Fisk-Tait  représentation de Holstein-Primako  la transformation de Foldy-Wouthuysen  la méthode des invariantes de Lewis-Riesenfeld  espace de phase non-commutatif  potentiel non-local  produit star  transformation de décalage-Bopp  Non-relativistic limit  Schrödinger-Pauli equation  Dirac equation  DKP equation  Fisk-Tait equation  Holstein-Primako representation  Foldy-Wouthuysen transformation  Lewis-Riesenfeld invariant method  non-commutative phase-space  non-local potential  Moyal-Weyl product  Bopp-shift transformation  الحد اللانسبی  معادلة شرودينغر - باولي  معادلة ديراك  معادلة ديكابي  معادلة فيسك - تایت  تحويل فولدي - وثايزن  طريقة الثابت ل لويس - رايزنفيلد  فضاء الأطوار اللاتبادلي  كمون غير محلي  جداء مویال - وایل  تحويل تغير بوب  تمثيل هوليستن - بريمکاوف
Index. décimale :	530 Physique
Résumé :	The Schrödinger equation in interaction with local and non-local potentials in non commutative phase-space has been studied, the corresponding continuity equation has also been extracted in both types of phase-space, where, it has been found that the non-commutativity is not suitable for describing the current density, where this current density has been modi- ed to solve this problem. Also the Klein-Gordon, Dirac, DKP and Fisk-Tait equations have been studied in non-commutative phase space, where the Dirac equation in non-commutative time-dependent phase-space has been solved through the Lewis-Riesenfeld invariant method, and for the Fisk-Tait equation, it has been found that non-commutativity does not make the total charge obtained from the probability density de ned, in addition the correspondence between fermions and bosons in the Fock space has been shown using the Holstein-Primako representation. The non-relativistic limit of the Dirac and DKP equations in interaction with an electromagnetic eld in non-commutative phase-space was examined, the e ect of the noncommutativity on the non-relativistic limit was made according to two methods , the method of transformation of Foldy-Wouthuysen and approach of the big and small components of the wave function, these led to obtain the non-commutative non-relativistic equation of Schrödinger-Pauli.
Note de contenu :	-Article 1:Continuity Equation in Presence of a Non-Local Potential in Non-Commutative Phase-Space. Ilyas Haouam. -Article 2:The Non-Relativistic Limit of the DKP Equation in Non-Commutative Phase-Space. Ilyas Haouam
Diplôme :	Doctorat
En ligne :	../theses/physique/HAO7528.pdf
Format de la ressource électronique :	pdf
Permalink :	index.php?lvl=notice_display&id=11140

Développement et traitement de certains problèmes de mécanique quantique. [texte imprimé] / Ilyas Haouam, Auteur ; Lyazid Chetouani, Auteur . - جامعة الإخوة منتوري قسنطينة, 2019 . - 104 f. ; 30 cm.
Doctorat 3éme CYCLE LMD.
1 copies imprimées disponibles

Langues : Français (fre)

Catégories :	Français - Anglais Physique
Tags :	physique: Physique theorique  Limite non relativiste  équation de Schrödinger-Pauli  équation de Dirac  équation de DKP  équation de Fisk-Tait  représentation de Holstein-Primako  la transformation de Foldy-Wouthuysen  la méthode des invariantes de Lewis-Riesenfeld  espace de phase non-commutatif  potentiel non-local  produit star  transformation de décalage-Bopp  Non-relativistic limit  Schrödinger-Pauli equation  Dirac equation  DKP equation  Fisk-Tait equation  Holstein-Primako representation  Foldy-Wouthuysen transformation  Lewis-Riesenfeld invariant method  non-commutative phase-space  non-local potential  Moyal-Weyl product  Bopp-shift transformation  الحد اللانسبی  معادلة شرودينغر - باولي  معادلة ديراك  معادلة ديكابي  معادلة فيسك - تایت  تحويل فولدي - وثايزن  طريقة الثابت ل لويس - رايزنفيلد  فضاء الأطوار اللاتبادلي  كمون غير محلي  جداء مویال - وایل  تحويل تغير بوب  تمثيل هوليستن - بريمکاوف
Index. décimale :	530 Physique
Résumé :	The Schrödinger equation in interaction with local and non-local potentials in non commutative phase-space has been studied, the corresponding continuity equation has also been extracted in both types of phase-space, where, it has been found that the non-commutativity is not suitable for describing the current density, where this current density has been modi- ed to solve this problem. Also the Klein-Gordon, Dirac, DKP and Fisk-Tait equations have been studied in non-commutative phase space, where the Dirac equation in non-commutative time-dependent phase-space has been solved through the Lewis-Riesenfeld invariant method, and for the Fisk-Tait equation, it has been found that non-commutativity does not make the total charge obtained from the probability density de ned, in addition the correspondence between fermions and bosons in the Fock space has been shown using the Holstein-Primako representation. The non-relativistic limit of the Dirac and DKP equations in interaction with an electromagnetic eld in non-commutative phase-space was examined, the e ect of the noncommutativity on the non-relativistic limit was made according to two methods , the method of transformation of Foldy-Wouthuysen and approach of the big and small components of the wave function, these led to obtain the non-commutative non-relativistic equation of Schrödinger-Pauli.
Note de contenu :	-Article 1:Continuity Equation in Presence of a Non-Local Potential in Non-Commutative Phase-Space. Ilyas Haouam. -Article 2:The Non-Relativistic Limit of the DKP Equation in Non-Commutative Phase-Space. Ilyas Haouam
Diplôme :	Doctorat
En ligne :	../theses/physique/HAO7528.pdf
Format de la ressource électronique :	pdf
Permalink :	index.php?lvl=notice_display&id=11140