Description: In Transport processes whereby mass, energy, or momentum are transported from one region of a material to another under the influence of composition, temperature, or velocity gradients. If a sample of a material in which the chemical composition, the temperature, or the velocity vary from point to point is isolated from its surroundings, the transport processes act so as to eventually render these quantities uniform throughout the material.
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Fundamentals of Transport Processes
- Dimensional Analysis contd.
- Dimensionless Groups
- Mechanisms of diffusion – II
- Part – I
- Part – II Similarity Solutions
- Part – IV Seperation of Variables
- Part – V Seperation of Variables
- Part – VI Oscillatory Flows
- Part – VIII Heat & Mass Sources
- Part – I Conservation Equations
- Part – II Similarity Solutions
- Part – IV Steady flow in a pipe
- Part – V Oscillatory flow in a pipe
- Part – VI Oscillatory flow in a pipe Regular Perturbation Expansion
- Part – VII Oscillatory flow in a pipe Singular Perturbation Expansion
- Part – I Balance Equation
- Part- II Seperation of Variables
- Cartesian Coordinates Heat Conduction in a Cube
- Spherical Coordinates Balance Laws
- Cylindrical Coordinates
- Spherical Co-ordinates Seperation of Variables – I
- Spherical Co-ordinates Seperation of Variables – II
- Spherical Co-ordinates Effective Conductivity of a Composite
- Spherical Harmonics
- Delta Functions
- Multipole Expansions
- Greens Function Formulations
- Transport Flow Past a Flat Plate
- Transport Heat Transfer from a Spherical Particle – I
- Transport Heat Transfer from a Spherical Particle – II
- Transport Heat Transfer from a Gas Bubble
- Summary
