Abstract
This investigation, scrutinizes the effects of Stephen blowing on Prandtl nanofluids transportation caused by a stretch in the sheet. The fluid temperature, thermal conductivity due to dispersion of nanoparticles with enhanced is investigated. Cartesian coordinates are used for flow equations. The similarity variables for momentum, temperature and concentration profiles, are utilized to modify the perceptions of governing flow. Nonlinear ODEs are gained from the governing PDEs and cracked down numerically by shooting and Keller box approach. The graphical and numerical sections are viewing the results for the velocity temperature and concentration fields against the independent parameters and non-dimensional numbers. As the boosting the values of material parameters α and βmove opposite on velocity profilef′(η) but similar effects of NtandNb are observed on both temperature and concentration profiles. The skin friction −f″(0)is profitable unhappy at the increase values of the Hartman number with the fluctuations in the value of Stephen blowing.(S = − 1,0,1). The conflicting behavior of Prandtl and Eckert numbers are detected on temperature profile. Physical explanation of the graphical segment is support to understand the performance of fluids flow.
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