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Bio-magnetic fluid dynamics: Analyzing thermophoretic particle deposition in biomedical applications via RKF-45 technique

K.Ganesh KumarDepartment of Mathematics, Manipal Academy of Higher Education, Manipal Institute of Technology, Manipal, Karnataka 576104, IndiaAli B.M. AliAdvanced Technical College, University of Warith Al-Anbiyaa, IraqM.S. SarvajithNitte (Deemed to be University), NMAM. Institute of Technology (NMAMIT), Department of Chemistry, Nitte, Karkala, Karnataka 574110, IndiaV.S. Sampath KumarDepartment of Mathematics, Manipal Academy of Higher Education, Manipal Institute of Technology, Manipal, Karnataka 576104, IndiaDana Mohammad KhidhirDepartment of Petroleum Engineering, Al-Kitab University, Altun Kupri, IraqDilsora AbduvalievaDepartment of Mathematics and Information Technologies, Tashkent State Pedagogical University, Bunyodkor avenue, 27, Tashkent 100070, UzbekistanM. A. K. KhanDepartment of Mechanical Engineering, College of Engineering, Prince Mohammad Bin Fahd University, Al-Khobar, Saudi Arabia
2026en
ABI

Annotatsiya

Bio-magnetic fluid dynamics is a branch of research that examines how the biological fluids interact with a magnetic field (constant or applied). The chemical make-up of the biological fluid dictates how it will react to electromagnetic fields. Many areas of biomedicine and engineering rely on bio-magnetic fluid for various purposes including cancer therapy, medication delivery, MRI, surgery blood flow decrease and many others. Among the many the potential uses of thermophoretic particle deposition are drug delivery systems, substrate pattern generation and diagnostic tools for the collection and detection of specific biomarkers. This paper includes numerical simulation that uses the mathematical model developed to simulate the bio-magnetic fluid's behaviour when subjected to thermophoretic particle deposition. The equations relating to the proposed flow are transformed into ODE’s by selecting appropriate similarity variables. The simplified equations are evaluated using a shooting system and the RKF-45 technique and Homotopy perturbation method. With the use of graphics, we discuss the key parameters that influence the mass, heat, and flow profiles. Fluid temperature reduces for rising A parameter whereas temperature rises with rising values of β . The ShR e − 1 / 2 enhances for enhancing values of both ψ and Sc parameter. The C f R e 1 2 is decayed when the values of the A and γ parameters are increased. This is in contrast to the behavior that is seen with the NuR e − 1 / 2 .

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