2023, Vol. 4, Issue 2, Part A
Modelling of heat and mass transfer during fluid flow
Author(s): Dr. Prerana Pathak
Abstract: Mathematical modelling is an artistic endeavour in certain ways. A review of the state of the art in the mathematical modelling of the entire spectrum of anatomical, physiological, biophysical, and biomechanical characteristics is valuable for research on many facets of physiological systems. A mathematical model of a system is a collection of mathematical relationships between various component properties and quantitative measures of the behaviour of the system. For the purposes of developing the model, the relationships between the quantities in the model adequately reflect the behaviour of the real system. Models are created using what is known about the system. Theoretical models are constructed using verified prior knowledge about the system, including its composition and operations, the fundamental chemical and physical principles that apply, and quantitative information about its dimensions, composition, rates of processing, and other characteristics. They can be used to forecast the behaviour of the system under situations that haven't been directly tested or cannot be tested, in addition to giving a description. They use rules developed for a broad range of phenomena and systems to describe the relationships between the numerous components of a system, its structure, and its behaviour. The application of fluid dynamics principles to physiological fluids is commonly recognised as the field of study known as physiological fluid dynamics. Research in this field requires a solid grasp of the mechanical relationships between the structure, function, and properties of tissues as well as theoretical knowledge of the anatomy and physiology of the system under study. The main objective of the subject is to gain improved understanding of the mechanics of living systems, including tissues, organs, and fluxes. The ultimate goal is to restore these systems' function, which may be impacted by mechanical forces caused by diseases.
Pages: 83-85 | Views: 435 | Downloads: 178
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How to cite this article:
Dr. Prerana Pathak. Modelling of heat and mass transfer during fluid flow. Journal of Mathematical Problems, Equations and Statistics. 2023; 4(2): 83-85.
