Fluid Flow Modeling:

Researchers delve into the mathematical modeling of fluid flow, exploring equations that describe the motion of liquids and gases. Subtopics include computational fluid dynamics (CFD) and the development of numerical methods to simulate and optimize fluid behavior in diverse applications.

Heat Transfer Mathematical Models:

This subfield focuses on mathematical models to characterize heat transfer phenomena. Researchers explore equations governing conduction, convection, and radiation, contributing to the optimization of thermal systems in areas such as electronics cooling, energy conversion, and industrial processes.

Mass Transport Modeling in Biological Systems:

Researchers apply mathematical modeling to understand mass transport phenomena in biological systems. Subtopics include the diffusion of substances in tissues, drug delivery modeling, and the mathematical representation of biological processes to aid in medical and pharmaceutical research.

Multi-Phase Flow and Phase Change Modeling:

In systems involving multiple phases and phase changes, researchers develop mathematical models to describe complex interactions. This subtopic encompasses modeling phenomena like boiling, condensation, and multiphase flow in applications such as heat exchangers and refrigeration systems.

Environmental Transport Phenomena Modeling:

Researchers extend mathematical modeling to environmental studies, addressing the transport of pollutants, contaminants, and heat in air, water, and soil systems. This subfield contributes to understanding and mitigating environmental impacts through predictive modeling and simulation.