Abstract
Many analysts and researchers claim that nanomaterials can be employed to improve the thermal performance of base material. Nanomaterials are mainly utilized for their increased thermal attributes as coolants in heat transport equipment like radiators and electronic cooling system (flat plate). Heat transport over stretchable surface has been examined by numerous engineers due to their vast applications, i.e., paints and coatings, paper and printing, drug delivery, power generation, food products and cancer therapy and so on. Keeping such applications of nanofluid in mind we aimed to consider three-dimensional nanomaterial flow of Maxwell material over a stretchable moving sheet. The flow in rotating frame is generated by linear stretched sheet. Furthermore, nanofluid mechanism is addressed subject to thermophoresis and Brownian diffusions. Chemical reaction at a stretchable surface is accounted via modified Arrhenius energy. Boundary layer approximation is utilized. Suitable variables lead to strong nonlinear ODEs. Numerical approach is implemented for solution development. The velocity components, temperature and mass concentration are scrutinized. Computational iterations for mass and heat transfer rates are discussed through tabulated forms.