Building | Wang Jiansheng | 2 | 32 |
Course Name: Conduction | Course Code: S2293101 | |||||||||||||
Semester: 4 | Credit: 2 | |||||||||||||
Program: Building | ||||||||||||||
Course Module: Disciplinary bases | ||||||||||||||
Responsible: Wang Jiansheng | E-mail: jsw@tju.edu.cn | |||||||||||||
Department:Building | ||||||||||||||
Time Allocation(1 credit hour = 45 minutes)
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Course Description The course mainly introduces the basic theory of heat conduction and helps students to master the basic theory and basic methods of solving heat conduction problems and be able to apply in engineering technology. The course includes: Basic theory of heat conduction, one dimensional steady heat conduction, unsteady heat conduction and numerical solution of heat conduction problems. | ||||||||||||||
Prerequisite Higher mathematics, thermodynamics, numerical method | ||||||||||||||
Course Objectives To grasp the Fourier's Law, the specific form of the thermal diffusion equation, and the classification of the boundary conditions To master the basic analysis method of one-dimensional steady heat conduction without internal heat source and one-dimensional steady heat conduction with internal heat source To master the general analysis method and lumped parameter method of non-steady heat conduction To master the numerical method of steady and unsteady heat conduction. | ||||||||||||||
Course Syllabus 1. Theoretical basis of heat conduction (2 + 1) 1.1 Conductivity equation 1.2 Thermal properties of objects 1.3 Thermal diffusion equation 1.4 Boundary conditions and initial conditions 1.5 Practice 2. One-dimensional steady heat conduction (4 + 1 + 1 + 2) 2.1 Heat conduction through flat wall 2.2 Thermal Conductivity Analysis 2.3 The solution of the thermal conductivity problem in cylindrical coordinates 2.4 Heat conduction with internal heat source 2.5 Heat conduction in the extended surface 2.6 Practice and experiment (computer practice) 3. Unsteady heat conduction (2 + 1) 3.1 Lumped parameter method 3.2 Determination of lumped parameter method 3.3 Lumped parameter analysis of general problems 3.4 Flat wall unsteady heat conduction 3.5 Practice and experiment computer practice) 4. Numerical solution of heat conduction (2 + 1) 4.1 The mathematical basis of numerical method of heat conduction 4.2 Steady heat conduction 4.3 Practice | ||||||||||||||
Textbooks & References • Incropera, F. et al (2007).Fundamentals ofH | ||||||||||||||
Capability Tasks CT3: To grasp methodologies and engineering tools: identifying, utilizing and solving problems. Even if the students are not familiar with the content, they can turn to computer tools for systematic analysis. | ||||||||||||||
Achievements M: Master. (To voluntarily realize the task.) | ||||||||||||||
Students:Building, Year 2 |