Convergence of series solutions when Re = 0.001, γ1 = 0.1 = Ec, Ω = 0.7 = Pr = S, M = γ2 = 0.4, R = A1 = 0.5 and β = 1.

Convergence analysis of series solutions by numerical data for different order of deformations when and

Sabir Ali Shehzad (433315)
Ahmad Alsaedi (433316)
Tasawar Hayat (433317)

July 2013

Convergence analysis of series solutions by numerical data for different order of deformations wh...

Comparison of First, Second, Third and Exact solutions for νn(t) when a = 1, b = 1, β = 0.1and t = .01.

Hakeem Ullah (723220)
Saeed Islam (526846)
Ilyas Khan (397534)
Sharidan Shafie (397535)
Mehreen Fiza (723221)

April 2015

Comparison of First, Second, Third and Exact solutions for νn(t) ...

For Series 1 through 3 the values of λ1 and λ2 are respectively (0.05; 0.025), (0.3; 0.025) and (0.025; 0.01).

Pieter Uys (174780)
Hilmarie Brand (136499)
Robin Warren (154612)
Gian van der Spuy (174775)
Eileen G. Hoal (121615)
Paul D van Helden (62791)

December 2015

For Series 1 through 3 the values of λ1 and λ2 are respective...

Convergence of series solutions for different order of approximations when A = 0.2, M = 0.1, λ = 0.1, N = 0.2, α = 0.1, Rd = 0.2, Ec = 1.0, Pr = 1.0, Nt = 0.7, Nb = 0.2, Le = 0.7, S = 0.1 and for ℏ = −0.7.

Muhammad Ramzan (607203)
Muhammad Bilal (737265)

May 2015

Convergence of series solutions for different order of approximations when A = 0.2, M</...

Convergence of series solutions for different order of approximations when δ = 0.1, ϕ = 0.3, β = 1.0, Sq = 1.0 and Ec = 0.01.

Tasawar Hayat (433317)
Khursheed Muhammad (2697844)
Muhammad Farooq (186443)
Ahmad Alsaedi (433316)

May 2016

Convergence of series solutions for different order of approximations when δ = 0.1, ϕ</...

Convergence of the series solutions for different order of approximations when λ = 0.3, ϵ = 0.2, γ = 0.1, Pr = 1, β = 0.2 and n = 2.

Tasawar Hayat (433317)
Muhammad Shoaib Anwar (703045)
Muhammad Farooq (186443)
Ahmad Alsaedi (433316)

March 2015

Convergence of the series solutions for different order of approximations when λ = 0.3, <i...

Convergence of series solutions for different order of approximations when α = π/4, β = 0.5, Г = 0.2, R = 0.2, = 0.6, G = 0.3, Pr = 1.0, A = B = 0.1, h–f = −0.8 and h–e = −0.7.

Tasawar Hayat (433317)
Sadia Asad (605867)
Meraj Mustafa (585271)
Ahmed Alsaedi (479392)

July 2014

Convergence of series solutions for different order of approximations when α = π/4, β = 0.5, Г = ...

Convergence analysis of the homotopic solutions for different order of approximations when γ = 0.2, λ1 = 1.1, β = 0.1, λT = 0.1, N = 1.0, α = π/4, R = 0.3, Pr = 1.5, A = 0.05, B = 0.05, Sc = 1.5, Bi1 = 0.3 and Bi2 = 0.3.

Tasawar Hayat (433317)
Sajid Qayyum (3949877)
Ahmed Alsaedi (479392)
Saleem Asghar (3949874)

April 2017

Convergence analysis of the homotopic solutions for different order of approximations when γ</...

Convergence of HAM solutions for different order of approximations when M = 5, S = A = 0.3, α1 = γ2 = 0.1, R = γ1 = 0.2, Pr = 1.2 and ψ = π/4.

T. Hayat (517125)
Sumaira Jabeen (2621074)
Anum Shafiq (509337)
A. Alsaedi (517127)

April 2016

Convergence of HAM solutions for different order of approximations when M = 5, S = ...

Convergence of HAM solutions for different orders of approximations when β = γ = 0.25, Pr = 1, M = λ = 0.5 and ℏ = −0.8.

Khansa Rubab (2617096)
M. Mustafa (705036)

April 2016

Convergence of HAM solutions for different orders of approximations when β = γ = 0....

Convergence of the HAM solutions for different order of approximation when ε = 0.1 = δ = γ, Pr = 1.0, λ = 0.2.

Tasawar Hayat (433317)
Shafqat Ali (799749)
Muhammad Asif Farooq (799750)
Ahmad Alsaedi (433316)

September 2015

Convergence of the HAM solutions for different order of approximation when ε = 0.1 = δ<...

Convergence of HAM solutions for different orders of approximations when λ1 = 0.8, λ2 = λ = δ = 0.2, Sr = 0.3, Bi1 = 0.7, Bi2 = 0.5, R = 0.1, Du = 0.2, Pr = 1.0, Sc = 0.8 and α = π / 4.

T. Hayat (517125)
Yusra Saeed (790610)
A. Alsaedi (517127)
Sadia Asad (605867)

September 2015

Convergence of HAM solutions for different orders of approximations when λ1 = 0...

Convergence of series solutions for different order of approximations when , , , , and .

Sabir Ali Shehzad (433315)
Ahmed Alsaedi (479392)
Tasawar Hayat (433317)
M. Shahab Alhuthali (479393)

November 2013

Convergence of series solutions for different order of approximations when , , , , and .</p

Convergence of HAM solutions for different order of approximations when β1 = β2 = 0.2 = γ = Rd, λ = 0.1 = N, Pr = 1.0 = Sc, ε1 = 0.3 = ε2 and ℏf=−1.0=ℏθ=ℏϕ.

Tasawar Hayat (433317)
Taseer Muhammad (759341)
Sabir Ali Shehzad (433315)
Ahmed Alsaedi (479392)

June 2015

Convergence of HAM solutions for different order of approximations when β1 = <i...

Convergence of series solutions for different order of approximations when and

Tasawar Hayat (433317)
Muhammad Bilal Ashraf (532534)
Hamed H. Alsulami (532535)
Muhammad Shahab Alhuthali (532536)

March 2014

Convergence of series solutions for different order of approximations when and </p

Convergence analysis of series solutions by numerical data for different order of deformations when and

Sabir Ali Shehzad (433315)
Ahmad Alsaedi (433316)
Tasawar Hayat (433317)

July 2013

Convergence analysis of series solutions by numerical data for different order of deformations wh...

Comparison of First, Second, Third and Exact solutions for νn(t) when a = 1, b = 1, β = 0.1and t = .01.

Hakeem Ullah (723220)
Saeed Islam (526846)
Ilyas Khan (397534)
Sharidan Shafie (397535)
Mehreen Fiza (723221)

April 2015

Comparison of First, Second, Third and Exact solutions for νn(t) ...

For Series 1 through 3 the values of λ1 and λ2 are respectively (0.05; 0.025), (0.3; 0.025) and (0.025; 0.01).

Pieter Uys (174780)
Hilmarie Brand (136499)
Robin Warren (154612)
Gian van der Spuy (174775)
Eileen G. Hoal (121615)
Paul D van Helden (62791)

December 2015

For Series 1 through 3 the values of λ1 and λ2 are respective...

Convergence of series solutions for different order of approximations when A = 0.2, M = 0.1, λ = 0.1, N = 0.2, α = 0.1, Rd = 0.2, Ec = 1.0, Pr = 1.0, Nt = 0.7, Nb = 0.2, Le = 0.7, S = 0.1 and for ℏ = −0.7.

Muhammad Ramzan (607203)
Muhammad Bilal (737265)

May 2015

Convergence of series solutions for different order of approximations when A = 0.2, M</...

Convergence of series solutions for different order of approximations when δ = 0.1, ϕ = 0.3, β = 1.0, Sq = 1.0 and Ec = 0.01.

Tasawar Hayat (433317)
Khursheed Muhammad (2697844)
Muhammad Farooq (186443)
Ahmad Alsaedi (433316)

May 2016

Convergence of series solutions for different order of approximations when δ = 0.1, ϕ</...

Convergence of the series solutions for different order of approximations when λ = 0.3, ϵ = 0.2, γ = 0.1, Pr = 1, β = 0.2 and n = 2.

Tasawar Hayat (433317)
Muhammad Shoaib Anwar (703045)
Muhammad Farooq (186443)
Ahmad Alsaedi (433316)

March 2015

Convergence of the series solutions for different order of approximations when λ = 0.3, <i...

Convergence of series solutions for different order of approximations when α = π/4, β = 0.5, Г = 0.2, R = 0.2, = 0.6, G = 0.3, Pr = 1.0, A = B = 0.1, h–f = −0.8 and h–e = −0.7.

Tasawar Hayat (433317)
Sadia Asad (605867)
Meraj Mustafa (585271)
Ahmed Alsaedi (479392)

July 2014

Convergence of series solutions for different order of approximations when α = π/4, β = 0.5, Г = ...

Convergence analysis of the homotopic solutions for different order of approximations when γ = 0.2, λ1 = 1.1, β = 0.1, λT = 0.1, N = 1.0, α = π/4, R = 0.3, Pr = 1.5, A = 0.05, B = 0.05, Sc = 1.5, Bi1 = 0.3 and Bi2 = 0.3.

Tasawar Hayat (433317)
Sajid Qayyum (3949877)
Ahmed Alsaedi (479392)
Saleem Asghar (3949874)

April 2017

Convergence analysis of the homotopic solutions for different order of approximations when γ</...

Convergence of HAM solutions for different order of approximations when M = 5, S = A = 0.3, α1 = γ2 = 0.1, R = γ1 = 0.2, Pr = 1.2 and ψ = π/4.

T. Hayat (517125)
Sumaira Jabeen (2621074)
Anum Shafiq (509337)
A. Alsaedi (517127)

April 2016

Convergence of HAM solutions for different order of approximations when M = 5, S = ...

Convergence of HAM solutions for different orders of approximations when β = γ = 0.25, Pr = 1, M = λ = 0.5 and ℏ = −0.8.

Khansa Rubab (2617096)
M. Mustafa (705036)

April 2016

Convergence of HAM solutions for different orders of approximations when β = γ = 0....

Convergence of the HAM solutions for different order of approximation when ε = 0.1 = δ = γ, Pr = 1.0, λ = 0.2.

Tasawar Hayat (433317)
Shafqat Ali (799749)
Muhammad Asif Farooq (799750)
Ahmad Alsaedi (433316)

September 2015

Convergence of the HAM solutions for different order of approximation when ε = 0.1 = δ<...

Convergence of HAM solutions for different orders of approximations when λ1 = 0.8, λ2 = λ = δ = 0.2, Sr = 0.3, Bi1 = 0.7, Bi2 = 0.5, R = 0.1, Du = 0.2, Pr = 1.0, Sc = 0.8 and α = π / 4.

T. Hayat (517125)
Yusra Saeed (790610)
A. Alsaedi (517127)
Sadia Asad (605867)

September 2015

Convergence of HAM solutions for different orders of approximations when λ1 = 0...

Convergence of series solutions for different order of approximations when , , , , and .

Sabir Ali Shehzad (433315)
Ahmed Alsaedi (479392)
Tasawar Hayat (433317)
M. Shahab Alhuthali (479393)

November 2013

Convergence of series solutions for different order of approximations when , , , , and .</p

Convergence of HAM solutions for different order of approximations when β1 = β2 = 0.2 = γ = Rd, λ = 0.1 = N, Pr = 1.0 = Sc, ε1 = 0.3 = ε2 and ℏf=−1.0=ℏθ=ℏϕ.

Tasawar Hayat (433317)
Taseer Muhammad (759341)
Sabir Ali Shehzad (433315)
Ahmed Alsaedi (479392)

June 2015

Convergence of HAM solutions for different order of approximations when β1 = <i...

Convergence of series solutions for different order of approximations when and

Tasawar Hayat (433317)
Muhammad Bilal Ashraf (532534)
Hamed H. Alsulami (532535)
Muhammad Shahab Alhuthali (532536)

March 2014

Convergence of series solutions for different order of approximations when and </p

Convergence analysis of series solutions by numerical data for different order of deformations when and

Sabir Ali Shehzad (433315)
Ahmad Alsaedi (433316)
Tasawar Hayat (433317)

July 2013

Convergence analysis of series solutions by numerical data for different order of deformations wh...

Comparison of First, Second, Third and Exact solutions for νn(t) when a = 1, b = 1, β = 0.1and t = .01.

Hakeem Ullah (723220)
Saeed Islam (526846)
Ilyas Khan (397534)
Sharidan Shafie (397535)
Mehreen Fiza (723221)

April 2015

Comparison of First, Second, Third and Exact solutions for νn(t) ...

For Series 1 through 3 the values of λ1 and λ2 are respectively (0.05; 0.025), (0.3; 0.025) and (0.025; 0.01).

Pieter Uys (174780)
Hilmarie Brand (136499)
Robin Warren (154612)
Gian van der Spuy (174775)
Eileen G. Hoal (121615)
Paul D van Helden (62791)

December 2015

For Series 1 through 3 the values of λ1 and λ2 are respective...

Convergence of series solutions when Re = 0.001, <i>γ</i><sub>1</sub> = 0.1 = <i>Ec</i>, Ω = 0.7 = Pr = <i>S</i>, <i>M</i> = <i>γ</i><sub>2</sub> = 0.4, <i>R</i> = <i>A</i><sub>1</sub> = 0.5 and <i>β</i> = 1.

Abstract

Extracted data

Convergence of series solutions when Re = 0.001, <i>γ</i><sub>1</sub> = 0.1 = <i>Ec</i>, Ω = 0.7 = Pr = <i>S</i>, <i>M</i> = <i>γ</i><sub>2</sub> = 0.4, <i>R</i> = <i>A</i><sub>1</sub> = 0.5 and <i>β</i> = 1.

Abstract

Extracted data

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