This course on conduction heat transfer starts with Fourier’s law, which describes the conduction rate equation in Cartesian coordinates. Then, you will be shown how to derive the conduction heat equation and to solve the resulting differential equation, by applying boundary conditions to the general solution to get the temperature distribution equation as a function of time, so we can calculate the conduction heat flux at any point using Fourier’s law.

You will also study one-dimensional, steady-state conduction analysis using both the standard and the alternative methods. This will include exploring the concepts of thermal resistance and the overall heat transfer coefficient. Next, you will study conduction analysis with heat generation, addressing both asymmetrical and symmetrical boundary conditions. Finally, the course introduces conduction equations in radial systems, exploring both cylindrical and spherical coordinates.

Completing this course will provide you with a solid grasp of conduction heat transfer, to understand the essentials that you need to start solving problems related to this field. Whether you are a student of science or engineering, or simply an enthusiast with a passion for Thermophysics, this course will expand your knowledge and provide practical applications. Start your learning journey today with this short course on heat transfer!