Fig 1.
Schematic diagram of Jeffrey fluid between two squeezed plates embedded in a porous medium with transverse magnetic field.
Table 1.
Numerical values of −f′′(1), −θ′(1) and −ϕ′(1) for S when λ1 → ∞, Da → ∞, De = 10−10, Rd = Ha = γ = Du = Sr = 0, δ = 0.1 and R = Sc = Pr = Ec = 1.
Fig 2.
Impact of S on f′(η).
Fig 3.
Impact of λ1 on f′(η).
Fig 4.
Impact of Ha on f′(η).
Fig 5.
Impact of Da on f′(η).
Fig 6.
Impact of De on f′(η).
Fig 7.
Impact of Pr on θ(η).
Fig 8.
Impact of Ec on θ(η).
Fig 9.
Impact of Rd on θ(η).
Fig 10.
Impact of γ on θ(η).
Fig 11.
Impact of Du on θ(η).
Fig 12.
Impact of Sr on θ(η).
Fig 13.
Impact of Du on ϕ(η).
Fig 14.
Impact of Sr on ϕ(η).
Fig 15.
Impact of Sc on ϕ(η).
Fig 16.
Impact of R on ϕ(η).
Table 2.
Numerical results of −(1 + 1/λ1)f′′(1) for S, De, Da, λ1 and Ha when Du = δ = Rd = Ec = Sr = 0.1, γ = 0.01, S = 1 and Pr = R = Sc = 1.5.
Table 3.
Numerical results of for Rd, Pr, γ, Ec and Du when Sr = Ha = 0.1, De = 0.01, Da = S = δ = 1 and R = λ1 = Sc = 1.5.
Table 4.
Numerical outputs of ϕ′(1) for Sc, Sr and R as De = γ = 0.01, Rd = Ec = Du = Ha = 0.1, δ = S = Da = 1 and Pr = λ1 = 1.5.