ME505 ADVANCED HEAT TRANSFER II

Course Code:5690505
METU Credit (Theoretical-Laboratory hours/week):3 (3.00 - 0.00)
ECTS Credit:8.0
Department:Mechanical Engineering
Language of Instruction:English
Level of Study:Graduate
Course Coordinator:Assist.Prof.Dr ALTUĞ ÖZÇELİKKALE
Offered Semester:Fall and Spring Semesters.

Course Objectives

Fundamental and phenomenological laws
Exact and approximate formulation of convection heat transfer problems
Analytical exact and approximate solution of convection heat transfer problems
Analytical basis of advanced numerical tools for solving convection heat transfer problems


Course Content

Equations of motion. Formulation of laminar, free and forced convection including integral techniques. Methods of solution: Similarity, perturbation. Turbulent convection in terms of molecular and eddy diffusivities. Prandtl and Karman's theories. Analogy between heat and momentum transfer. Reynolds, Taylor, Prandtl and Martinelli analogies.


Course Learning Outcomes

Upon successful completion of this course, students will be able to:

  • Apply fundamental conservation laws (mass, momentum, and energy) to derive and simplify the differential equations that govern various convective heat transfer scenarios.
  • Employ advanced mathematical techniques, such as similarity transformations and the Duhamel superposition integral, to obtain exact and approximate analytical solutions for laminar convection problems.
  • Investigate and explain the distinct physical mechanisms and mathematical approaches for various convective phenomena, including fundamental boundary layer phenomena, flow with pressure gradients, heat transfer in pipes, natural convection, and the fundamentals of turbulent boundary layers.
  • Articulate a comprehensive understanding of convective heat transfer theory by effectively communicating the formulation, solution, and physical interpretation of analytical problems in written and oral formats.

Program Outcomes Matrix

Contribution
#Program OutcomesNoYes
1Acquires the fundamental scientific knowledge required to analyze and solve advanced-level problems in the field of mechanical engineering.
2Gains the competence to utilize advanced engineering mathematics methods in the formulation, analysis, and solution of engineering problems.
3Conducts literature reviews using printed and online sources, analyzes the collected literature, and identifies the current state-of-the-art in the relevant scientific field.
4Demonstrates the ability to prepare and deliver a seminar on a technical subject.
5Develops the ability to conduct independent research on a specific topic and solve advanced engineering problems.
6Contributes to the national and/or international body of knowledge through original research.
7Gains the competence to effectively communicate the process and results of research conducted on a specific subject through scientifically structured written reports and oral presentations.
8Acquires the ability to publish research findings as articles in national and/or international scientific journals and/or present them as papers at conferences.
9Acts in accordance with universal principles of research and publication ethics.