Abstract
The research article scrutinized blood circulation in the arteries in abnormal (elliptical) form. In the evaluation, the mathematical model originated as coupled partial differential equations solved employing the parameter variation method through the boundary conditions by solving the non-homogeneous linear system of matrices in the Bessel function. To understand the influence of blood flow characterized by velocity, temperature, wall shear stress, concentration, frequency rate and volumetric flow rate for different values of dimensionless parameters, the current investigation is helpful in the biomedical field for treating various cardiovascular diseases.
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