Abdul Majeed Siddiqui

Dr. Abdul Majeed Siddiqui

Pennsylvania State University
orcid

Research Focus & Metrics

Academic Career Length

30Years (1997-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 January 2007 in International Journal of Nonlinear Sciences and Numerical Simulation
Verified
Journal Article
Closed access
MRM.A. Rana
M.A. Rana
Abdul Majeed SiddiquiAbdul Majeed Siddiqui
Abdul Majeed Siddiqui
QGQ.K. Ghori
Q.K. Ghori
RQRashid Qamar
Rashid Qamar


1 January 2006 in Journal of Porous Media
Verified
Journal Article
Closed access
THT. Hayat
T. Hayat
Masood KhanMasood Khan
Masood Khan
SAS. Asghar
S. Asghar
Abdul Majeed SiddiquiAbdul Majeed Siddiqui
Abdul Majeed Siddiqui
SASaleem Ashgar
Saleem Ashgar
The problem of peristaltic motion in a tube through a porous medium has been investigated. The mathematical model considers a Jeffrey incompressible fluid. The wavelength of the traveling wave is assumed to be large. Analytical expressions for the stream function, axial velocity, and pressure gradient have been obtained. Numerical computations are performed for pressure drop and frictional force per wavelength. The effect of various parameters on the flow is discussed with the help of graphs.

11 November 2004 in Mathematical Methods in the Applied Sciences
Verified
Journal Article
Closed access
PDF file
Yongqi WangYongqi Wang
Yongqi Wang
THTasawar Hayat
Tasawar Hayat
Abdul Majeed SiddiquiAbdul Majeed Siddiqui
Abdul Majeed Siddiqui

1 April 2020 in Chinese Journal of Physics
Verified
Journal Article
Closed access
Abdul Majeed SiddiquiAbdul Majeed Siddiqui
Abdul Majeed Siddiqui
QAQ.A. Azim
Q.A. Azim

31 December 2009 in Mathematical Modelling and Analysis
Verified
Journal Article
Open access
Abdul Majeed SiddiquiAbdul Majeed Siddiqui
Abdul Majeed Siddiqui
AAAli R. Ansari
Ali R. Ansari
AAAhmed Ahmad
Ahmed Ahmad
NAN. Ahmad
N. Ahmad
The aim of the present investigation is to study the properties of a Sisko fluid flowing between two intersecting planes. The problem is similar to Taylor's scraping problem for a viscous fluid. We determine the solution of the complicated set of non‐linear partial differential equations describing the flow analytically. The analysis is carried out in detail reflecting the effects of varying the angle of the scraper on the flow. In addition, the tangential and normal stress are also computed. We also show the well known Taylor scraper problem as a special case.