Thermal Analysis

Understanding thermal conduction, convection, and radiation with practical simulations

This module dives into the principles of heat transfer, exploring steady-state conduction, convection, and radiation. Practical simulations and case studies using MATLAB and ANSYS illustrate the analytical and numerical approaches to solving complex thermal problems in engineering.


Key assignments and simulations

  • Steady-State Conduction
    Simulated and analytically solved the heat transfer through walls and other structures. Compared results from MATLAB scripts and ANSYS simulations, demonstrating the accuracy of simplified steady-state models.

    (Problem 1.1, 1.2)

  • Heat Transfer with Radiation
    Introduced radiation effects on thermal systems. Compared the outcomes of systems with and without radiative heat transfer components, showcasing the challenges of solving non-linear equations in practical scenarios.

    (Problem 1.2)

  • Convection and Overall Thermal Resistance
    Studied heat flow through multiple material layers, considering both conduction and convection. Solved systems involving layers of brick, foam, and argon, simulating heat flow through windows and walls.

    (Problem 2.1, 2.2)

  • Energy Efficiency and Cost Reduction
    Evaluated building insulation techniques to minimize heat loss and maximize energy efficiency. Compared different materials like polyurethane foam and double-glazed windows for cost-effective thermal insulation.

    (Problem 2.3)

  • Convective Heat Transfer and Pipe Flow
    Examined convective heat transfer in pipes using both theoretical and numerical methods. Computed the heat transfer coefficients and temperature profiles for various flow regimes.

    (Problem 3.1, 3.2)


This module provided a comprehensive overview of thermal analysis, combining analytical methods and advanced simulation tools. The assignments focused on solving real-world engineering problems, from steady-state conduction to energy-efficient design solutions.

Previous
Previous

Advanced Non Linearities

Next
Next

Fundamentals and Applications of FEM