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Irreversibility effects in 3D hydromagnetic flow of non-newtonian nanofluid over a stretched surface with heat and mass convective conditions

By:

Syed Imtiaz Hussain Shah (20678)

Material type: Text

TextPublication details: Islamabad (unpublished) 2019Description: 77 p. : ill. ; 30 cm. +CDSubject(s):

Differential equation -- Ordinary differential equation -- Partial differential equation -- Mathematical formulation -- Fluid mechanics -- Entropy analysis -- Heat flow

DDC classification:

515.352 IMT

Dissertation note: Thesis (M.Phil.)--Riphah International University, 2019

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Item type	Current library	Call number	Copy number	Status	Date due	Barcode
Thesis	Main Campus	515.352 IMT (Browse shelf(Opens below))	1	Not for loan		50334

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Previous	515.352 BIR Ordinary differential equations	515.352 FIA Creation of chaos in a periodically forced new lorenz system	515.352 GHU Some numerical methods for finding multiple roots of non-linear single variable equation	515.352 IMT Irreversibility effects in 3D hydromagnetic flow of non-newtonian nanofluid over a stretched surface with heat and mass convective conditions	515.352 NAN Ordinary differential equations	515.352 OME Order and chaos in the magnetic electron drift vortex mode	515.352 POL Ordinary differential equations using MATLAB	Next

Submitted in fulfillment of the requirements for the degree of Master of Philosophy to the Faculty of Basic Sciences and Humanities.

Includes bibliographical references

Thesis supervisor: Dr. Nazir Ahmad Mir

Thesis co-supervisor: Dr. Adnan Saeed Butt

Thesis (M.Phil.)--Riphah International University, 2019

English

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