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Heat and mass transfer are processes modelled by similar mathematical equations in the case of diffusion and convection. Through this [course_title], you will understand the balance between convection and diffusion that determines the total transport rates in chemical processes, as well as gives rise to many of the empirical correlations used in chemical engineering construction. Moreover, learn about the three fundamental modes of heat transfer that deals with the movement of heat and temperature grades.

Assessment

This course does not involve any written exams. Students need to answer 5 assignment questions to complete the course, the answers will be in the form of written work in pdf or word. Students can write the answers in their own time. Each answer needs to be 200 words (1 Page). Once the answers are submitted, the tutor will check and assess the work.

Certification

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Course Credit: NPTEL

Course Curriculum

Why do we study transport processes? 00:30:00
Transport by convection and diffusion. 00:31:00
Dimensional analysis Completed 00:28:00
Dimensional analysis: Force on a particle settling in a fluid. 00:29:00
Dimensional analysis: Heat transfer in a heat exchanger 00:30:00
Dimensional analysis: Mass transfer from a particle suspended in a fluid Completed 00:31:00
Dimensional analysis: Power of an impeller 00:28:00
Dimensional analysis: Scaling up of an impeller 00:28:00
Dimensional analysis: Convection and diffusion 00:28:00
Dimensional analysis: Physical interpretation of dimensionless groups Completed 00:29:00
Dimensional analysis: Correlations for dimensionless groups 00:33:00
Dimensional analysis: Natural and forced convection 00:30:00
Continuum description of fluids 00:34:00
Conservation equations and constitutive relations 00:29:00
Diffusion: Mechanism of mass diffusion in gases 00:31:00
Diffusion: Estimation of mass diffusion coefficient 00:30:00
Diffusion: Momentum diffusion coefficient Completed 00:32:00
Diffusion: Thermal diffusion coefficient 00:31:00
Unidirectional transport: Conservation equation for heat & mass transfer 00:28:00
Unidirectional transport: Conservation equation for momentum transfer 00:31:00
Unidirectional transport: Similarity solution for infinite domain 00:30:00
Unidirectional transport: Similarity solution for infinite domain continued Completed 00:30:00
Unidirectional transport: Similarity solution for mass transfer into a falling film 00:38:00
Unidirectional transport: Similarity solution for decay of a pulse 00:32:00
Similarity solution for decay of a pulse (continued) 00:32:00
Unidirectional transport: Separation of variables for transport in a finite domain 00:27:00
Unidirectional transport: Separation of variables for transport in a finite domain (continued) 00:29:00
Unidirectional transport: Separation of variables for transport in a finite domain (continued) 00:28:00
Unidirectional transport: Separation of variables for transport in a finite domain (continued) 00:36:00
Balance laws in cylindrical co-ordinates. Heat transfer across wall of a pipe Completed 00:31:00
Balance laws in cylindrical co-ordinates. Unsteady heat conduction from a cylinder Completed 00:30:00
Balance laws in cyclindrical co-ordinates. Unsteady heat conduction from a cylinder (continued) 00:31:00
Balance laws in cylindrical co-ordinates. Unsteady heat conduction from a cylinder 00:30:00
Balance laws in cylindrical co-ordinates. Similarity solution for heat conduction from a wire 00:34:00
Effect of body force in momentum transfer. Falling film 00:33:00
Unidirectional transport: Effect of pressure in momentum transfer. Flow in a pipe 00:33:00
Unidirectional transport: Friction factor for flow in a pipe 00:29:00
Unidirectional transport: Laminar and turbulent flow in a pipe Completed 00:36:00
Unidirectional transport: Laminar and turbulent flow in a pipe (continued) 00:30:00
Unidirectional transport: Oscillatory flow in a pipe. Solution using complex variables 00:27:00
Unidirectional transport: Oscillatory flow in a pipe. Solution using complex variables (continued) 00:29:00
Oscillatory flow in a pipe. Solution using complex variables (continued) Completed 00:30:00
Oscillatory flow in a pipe. Low and high Reynold’s number solutions. Completed 00:34:00
Unidirectional transport: Spherical co-ordinates. Heat conduction from a sphere. 00:31:00
Mass and energy balance equations in Cartesian co-ordinates 00:31:00
Mass and energy balance equations in Cartesian co-ordinates. Vector notation Completed 00:33:00
Mass and energy balance equations in spherical co-ordinates Completed 00:35:00
kumaran lec48 00:28:00
Momentum balance: Incompressible Navier- Stokes equations 00:35:00
Balance equation: Convection and diffusion dominated regimes 00:30:00
Diffusion equation: Heat conduction in a rectangular solid 00:32:00
Diffusion equation: Heat conduction in a rectangular solid (continued) 00:33:00
Diffusion equation: Heat conduction around a spherical inclusion 00:31:00
Diffusion equation: Heat conduction around a spherical inclusion Completed 00:30:00
Diffusion equation: Effective conductivity of a composite Completed 00:33:00
Diffusion equation: Spherical harmonic solutions 00:31:00
Diffusion equation: Conduction from a point source. 00:33:00
Diffusion equation: Method of Greens functions. 00:32:00
Diffusion equation: Method of images Completed 00:29:00
Diffusion equation: Equivalence of spherical harmonics and multipole expansio 00:29:00
Assessment
Submit Your Assignment 00:00:00
Certification 00:00:00

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