“Impact of culvature and magnetic force on waveform transition of Pseudo plastic fluid in flexible channel”
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Abstract<p>Waveform transport of Pseudo plastic fluid in complaint symmetric channel with culvature properties has designed. The efforts of magnetic force, which has applied by radiate direction in the analysis, is considered by using the influence of Hartmann number. Walls properties with slip conditions on velocity distribution as well as stream function are used. The analysis of" heat and mass transfer" has taken into account. More popularized factual constraints known by the convective conditions are applied. The partial differential equations of motion, temperature and concentration is reduced under the simulation of low quantity of wave number and Reynolds number and then transformed to ordinary differential equation of independent variable of radial coordinate (<italic>η</italic>). The result equations are solved by using homotopy analysis. Impacts of sundry variables on the axial velocity, trapped bolus, temperature and concentration has examined. It is found that velocity is a decrescent function for Hartmann number (Ha) and it‘s curve is not symmetric for small values of culvature and the case is opposite for large values of it. Also we found that the temperature is an growing function of Brinkman number while the concentration is a decreasing function of soret and Schmidt numbers. Influences of most variables are supported by graphs. The numerical and figures are obtained by using the software of Mathematica program.</p>
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