Advanced Heat Transfer
- Introduction, Syllabus and References
- Lumped Formulation of General Laws
- Integral Formulation of General Laws
- Differential Formulation of General Laws based on Integral Method
- Differential Formulation of General Laws based on Control Volume Method
- Fouriers Law and Various Boundary Conditions
- Heat Source Systems, Cartesian and Cylindrical
- Phase Change Systems
- Solution Methods in Steady One Dimensional Cartesian, Cylindrical and Spherical Problems
- Series Solution Methods and Bessel Functions
- Extended Surfaces or Fins with variable surface
- Steady Two and Three Dimensional Problems and Separation of Variables
- Boundary Value Problems, Characteristic Value Problems and Orthogonal Functions
- Fouriers Series and Super Position
- Unsteady Heat Conduction, Separation of Variables, Combination of Variables and Laplace Transform
- Conservations of Mass, Momentum and Heat in Boundary Layer and Solution of Laminar and Turbulent Problems in the Forced Convection Systems