FYSS6460 Lämmönsiirtoprosessit (7 op)
Kuvaus
Fundamental modes of heat transfer
Rate equations for conduction, convection and radiation
Thermal properties of matter
The Heat Diffusion Equation, boundary and initial conditions
Solving one- and two-dimensional, steady state and transient conduction problems
Numerical techniques for solving conduction problems
Convection mass transfer and external flow
Thermal radiation processes and properties
Radiation exchange between surfaces
Osaamistavoitteet
At the end of the course, students will be able to
recall and compare fundamental modes of heat transfer and explain their physical origins
infer the relevant heat transfer phenomena given a physical situation
explain how the heat equation and Fourier’s law may be used to obtain temperature distribution and the corresponding fluxes in matter
construct the heat equation by applying the conservation of energy principle to a differential control volume
solve one- and two-dimensional conduction problems using exact solutions, approximate methods or numerical techniques
explain how in mass transfer by convection, gross fluid motion combines with diffusion
investigate convection mass transfer that occurs at the surface of a volatile solid or liquid due to motion of a gas over the surface to determine the convection coefficients
recall the means by which thermal radiation is generated, the specific nature of the radiation and the manner in which it interacts with matter
compute radiative exchange between two or more surfaces.
Esitietojen kuvaus
recall the laws of thermodynamics
apply the conservation of energy principle to a thermodynamics system
recall how to solve ordinary differential equations as well as the Laplace equation
use a numerical computing environment similar to MATLAB.
Kirjallisuus
- F.P. Incropera et al., Principles of Heat and Mass Transfer (7th ed., international student version), ISBN: 978-0-470-64615-1
Suoritustavat
Tapa 1
Tapa 2
Osallistuminen opetukseen (7 op)
Lectures, tutorials, weekly homework and final exam
Homework is submitted online and marked.
Opetus
12.1.–4.5.2021 Pienryhmäopetus
Itsenäinen työskentely (7 op)
Independent study (textbook, online material), weekly homework and project work
Homework is submitted online and marked