Salman Akhtar

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat Non-Newtonian effects in the peristaltic flow of a Maxwell fluid 2001 D. Tsiklauri
Igor A. Beresnev
1
+ Three dimensional peristaltic flow of Williamson fluid in a rectangular duct 2013 R. Ellahi
Arshad Riaz
S. Nadeem
1
+ A study of peristaltic flow 1987 C. Pozrikidis
1
+ The Mathematical Analysis for Peristaltic Flow of Hyperbolic Tangent Fluid in a Curved Channel 2013 S. Nadeem
E.N. Maraj
1
+ PDF Chat Analysis and construction of a family of refinable functions based on generalized Bernstein polynomials 2016 Ting Cheng
Xiaoyuan Yang
1
+ Monotonicity of the ratio for the complete elliptic integral and Stolarsky mean 2016 Zhen-Hang Yang
Yu鈥怣ing Chu
Wen Zhang
1
+ PDF Chat Application of Rabinowitsch Fluid Model for the Mathematical Analysis of Peristaltic Flow in a Curved Channel 2015 E.N. Maraj
S. Nadeem
1
+ PDF Chat Polynomial solutions of partial differential equations 1999 W. K. Hayman
Zauri G. Shanidze
1
+ Stability and numerical simulation of a fractional order plant-nectar-pollinator model 2019 Aziz Khan
J.F. G贸mez鈥怉guilar
Thabet Abdeljawad
Hasib Khan
1
+ Dynamical study of fractional order mutualism parasitism food web module 2020 Aziz Khan
Thabet Abdeljawad
J.F. G贸mez鈥怉guilar
Hasib Khan
1
+ ANALYSIS OF FRACTAL鈥揊RACTIONAL MALARIA TRANSMISSION MODEL 2020 J.F. G贸mez鈥怉guilar
Teodoro C贸rdova鈥揊raga
Thabet Abdeljawad
Aziz Khan
Hasib Khan
1
+ PDF Chat Analysis of Heating Effects and Different Wave Forms on Peristaltic Flow of Carreau Fluid in Rectangular Duct 2020 Safia Akram
Najma Saleem
1
+ Computational and theoretical modeling of the transmission dynamics of novel COVID-19 under Mittag-Leffler Power Law 2020 Sher Muhammad
Kamal Shah
Zareen A. Khan
Hasib Khan
Aziz Khan
1
+ PDF Chat On Behavioral Response of 3D Squeezing Flow of Nanofluids in a Rotating Channel 2020 Mubashir Qayyum
Omar Khan
Thabet Abdeljawad
Naveed Imran
Muhammad Sohail
Wael Al鈥怟ouz
1
+ PDF Chat Numerical exploration of thin film flow of MHD pseudo-plastic fluid in fractional space: Utilization of fractional calculus approach 2021 Mubashir Qayyum
Farnaz Ismail
Muhammad Umer Sohail
Naveed Imran
Sameh Askar
Choonkil Park
1