المستودع الرقمي في جامعة الإخوة منتوري قسنطينة 1

Etude par la programmation d’un jet rond turbulent impactant une plaque plane circulaire.

عرض سجل المادة البسيط

dc.contributor.author Derdouri, Amina
dc.contributor.author Nemouchi, Zoubir
dc.date.accessioned 2022-05-24T10:38:39Z
dc.date.available 2022-05-24T10:38:39Z
dc.date.issued 2014-03-04
dc.identifier.uri http://depot.umc.edu.dz/handle/123456789/6724
dc.description 70 f.
dc.description.abstract The work undertaken as part of projet magister is a numerical by programing in FORTRAN, a jet axisymetric turbulent and stationary impinging perpendicaly a circular flat plat with heat transfer. This configuration allows cooling or heating locally a surface. The systeme of equations governing the phenomeon is solved using a computer program based on the finite volume method. The effect of turbulence were taken into account using the the stendard k-ε model. It was conducted a characterization of different parts of impinging jets including a free jet region, a stagnation region and a wall region jet. A change in dynamic and thermal behavior has been demonstrated through the fields of average velocity, turbulent kinetic energy, pressure and temperature. The effects of Reynolds number and distance nozzle-wall impact on the flow have been explored.
dc.format 30 cm.
dc.language.iso fr
dc.publisher Université Frères Mentouri - Constantine 1
dc.subject Génie Mécanique
dc.subject Génie Mécanique: Energétique
dc.subject jet turbulent axisymétrique impactant
dc.subject la méthode des volumes finis
dc.subject le modèle k- ε standard
dc.subject étude numérique par la programmation en Fortran
dc.subject turbulent axisymmetric impinging jet
dc.subject the finite volume method
dc.subject k-ε model standard
dc.subject study programming in Fortran
dc.subject نفاث مصطدم متناظر مظطرب
dc.subject نفاث مصطدم متناظر مظطرب
dc.subject نظرية الحجوم المتناهية
dc.subject نموذجK-e
dc.subject دراسة البرمجة في FORTRAN
dc.title Etude par la programmation d’un jet rond turbulent impactant une plaque plane circulaire.
dc.type Thesis
dc.coverage 2 copies imprimées disponibles


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