Abstract
This research article discusses the 3-D flow of magnetized Prandtl nanoliquid by convectively heated surface utilizing homogeneous-heterogeneous reactions. An extendable surface produces the flow. Thermophoresis and random development are investigated. Thermal transport for the convective method is accounted. The Prandtl material is an electrical conducting via applying a magnetic field. Appropriate non-dimensional factors correspond to the non-linear differential equations. Acquired non-linear differential frameworks are comprehended via the optimal homotopic procedure. Physical amounts like surface drag force and rate of the heat transfer are investigated through sketches. It is seen that the impacts of Biot and Hartman numbers on the concentration and the temperature are very comparative. Both the concentration and the temperature are improved for growing estimations of Biot and Hartman numbers.
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