Hall and Magnetic Impacts on Stream Past a Parabolic Accelerated Vertical Plate with Varying Heat and Uniform Mass Diffusion in the Appearance of Thermal Radiation

The aim of this work is to investigate and analyse how a stream passing a parabolic accelerating isothermal perpendicular plate is affected by magnetic fields, radiant heat, and the hall effect. The boundary conditions and accompanying nonlinear, related partial derivatives for momentum, mass, and energy are also reduced to a dimensionless form. For precise answers to the velocity, temperature, and concentration, the Laplace transformation is used. The temperature, velocity, and fluid density were represented by their absolute values. The flow phenomena have been described using flow metrics such as the rotation parameter, Hartmann number, hall parameter, Schmidt number, Prandtl number, and Grashof number. When a required rotation parameter is fulfilled, the transverse flow stops, and the fluid only moves along the disk's path. With the associated parameters, graphic representations of the axial and transverse velocity profiles are offered.KeywordsHall impactThermal RadiationVertical platesMass diffusionMHD