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Auteur حبيب عيساوي |
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Titre : الـمشي العشوائي الكمي و خاصية الانتقال في بنى الجرافين Type de document : texte imprimé Auteurs : حمزة بوقرورة, Auteur ; حبيب عيساوي, Directeur de thèse Editeur : جامعة الإخوة منتوري قسنطينة Année de publication : 2017 Importance : 93 ورقة. Format : 30 سم. Note générale : 2نسخ موجودة مكتبة المركزية
Langues : Arabe (ara) Catégories : Arabe
الفيزياءTags : المعلوماتية الكمية المشي الكمي، النموذج الغير مستمر خاصية الانتقال بنى الجرافين جزيء الكربون C60 أنابيب النانو الحلقية أنابيب النانو المقببة information quantique marche quantique discrète-temps model transport
propriété graphène structure Bucky-ball (C60) torus nanotube capped nanotube quantum information quantum walk discrete-time model transport propriety graphene structureIndex. décimale : 530 الفيزياء Résumé : We present numerical studies of quantum walks on C60 and related graphene structures, to investigate their transport properties. Also known as a honeycomb lattice, the lattice formed by carbon atoms in the graphene phase can be rolled up to form nanotubes of various dimensions. Graphene nanotubes have many important applications, some of which rely on their unusual electrical conductivity and related properties. Quantum walks on graphs provide an abstract setting in which to study such transport properties independent of the other chemical and physical properties of a physical substance. They can thus be used to further the understanding of mechanisms behind such properties. We find that nanotube structures are significantly more efficient in transporting a quantum walk than cycles of equivalent size, provided the symmetry of the structure is respected in how they are used. We find faster transport on zig-zag nanotubes compared to armchair nanotubes, which is unexpected given that for the actual materials the armchair nanotube is metallic, while the zig-zag is semiconducting. Diplôme : Doctorat en sciences En ligne : ../theses/physique/ABOU4207.pdf Format de la ressource électronique : Permalink : index.php?lvl=notice_display&id=10667 الـمشي العشوائي الكمي و خاصية الانتقال في بنى الجرافين [texte imprimé] / حمزة بوقرورة, Auteur ; حبيب عيساوي, Directeur de thèse . - جامعة الإخوة منتوري قسنطينة, 2017 . - 93 ورقة. ; 30 سم.
2نسخ موجودة مكتبة المركزية
Langues : Arabe (ara)
Catégories : Arabe
الفيزياءTags : المعلوماتية الكمية المشي الكمي، النموذج الغير مستمر خاصية الانتقال بنى الجرافين جزيء الكربون C60 أنابيب النانو الحلقية أنابيب النانو المقببة information quantique marche quantique discrète-temps model transport
propriété graphène structure Bucky-ball (C60) torus nanotube capped nanotube quantum information quantum walk discrete-time model transport propriety graphene structureIndex. décimale : 530 الفيزياء Résumé : We present numerical studies of quantum walks on C60 and related graphene structures, to investigate their transport properties. Also known as a honeycomb lattice, the lattice formed by carbon atoms in the graphene phase can be rolled up to form nanotubes of various dimensions. Graphene nanotubes have many important applications, some of which rely on their unusual electrical conductivity and related properties. Quantum walks on graphs provide an abstract setting in which to study such transport properties independent of the other chemical and physical properties of a physical substance. They can thus be used to further the understanding of mechanisms behind such properties. We find that nanotube structures are significantly more efficient in transporting a quantum walk than cycles of equivalent size, provided the symmetry of the structure is respected in how they are used. We find faster transport on zig-zag nanotubes compared to armchair nanotubes, which is unexpected given that for the actual materials the armchair nanotube is metallic, while the zig-zag is semiconducting. Diplôme : Doctorat en sciences En ligne : ../theses/physique/ABOU4207.pdf Format de la ressource électronique : Permalink : index.php?lvl=notice_display&id=10667 Exemplaires (1)
Code-barres Cote Support Localisation Section Disponibilité بوق/4207 بوق/4207 Thèse Bibliothèque principale Thèses Disponible