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<p>The objective of this analysis is to explore the heat transfer capability of Hyperbolic tangent fluids flowing through a permeable, stretched panel when subjected to an angled magnetic field. In addition, investigates the ramification of an angled changing field of magnetism, heat source/sink, radiant energy and Soret numbers. This study is unique in that it considers an angled changing magnetic field and stretching sheet as well as the Soret number. The findings will help to optimize applications in Eco-process and food engineering, medicine handling, temperature control, friction reduction and better petroleum extraction. A thorough investigation was performed to compare the behavior of tangent hyperbolic fluids. Suitable matching indices are employed to transform the principle frame work of hyperbolic tangent fluids into non dimensional ODEs. The ODEs are then solved numerically with bvp4c using MATLAB’s numerical boundary value problem solver. This study examined at a variety of factors, including temperature, velocity, and concentration distributions. This computational research examines how the inclination angle, porosity, magnetic parameter, rheological parameter “Weissenberg number”, radiation, momentum diffusivity parameter “Prandtl number”, Eckert number, and heat source on fluid motion rate, thermal state and particle density. The major findings show that greater inclination angles of MHD and sheet, increases the fluid motion, but the Soret number and reaction parameters show a decreasing trend in concentration profiles, with the Schmidt number having a substantial influence on their dispersion throughout the fluid. These findings are particularly useful for biotechnology and environmental engineering.</p>

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Numerical analysis on effect of Soret number and inclined MHD of hyperbolic tangent fluid drift above an angled stretching panel in permeable material

  • 期刊论文

  • 发表日期：

    2025年3月20日

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  • Srinivas Reddy Kallem,
  • Siva Reddy Sheri,
  • Shankar Gollapalli,
  • Alfunsa Prathiba Perli

摘要

The objective of this analysis is to explore the heat transfer capability of Hyperbolic tangent fluids flowing through a permeable, stretched panel when subjected to an angled magnetic field. In addition, investigates the ramification of an angled changing field of magnetism, heat source/sink, radiant energy and Soret numbers. This study is unique in that it considers an angled changing magnetic field and stretching sheet as well as the Soret number. The findings will help to optimize applications in Eco-process and food engineering, medicine handling, temperature control, friction reduction and better petroleum extraction. A thorough investigation was performed to compare the behavior of tangent hyperbolic fluids. Suitable matching indices are employed to transform the principle frame work of hyperbolic tangent fluids into non dimensional ODEs. The ODEs are then solved numerically with bvp4c using MATLAB’s numerical boundary value problem solver. This study examined at a variety of factors, including temperature, velocity, and concentration distributions. This computational research examines how the inclination angle, porosity, magnetic parameter, rheological parameter “Weissenberg number”, radiation, momentum diffusivity parameter “Prandtl number”, Eckert number, and heat source on fluid motion rate, thermal state and particle density. The major findings show that greater inclination angles of MHD and sheet, increases the fluid motion, but the Soret number and reaction parameters show a decreasing trend in concentration profiles, with the Schmidt number having a substantial influence on their dispersion throughout the fluid. These findings are particularly useful for biotechnology and environmental engineering.