Laminar Boundary Layer Theory - Module 2 - Blasius Solution for flow over a flat plate

Laminar Boundary Layer Theory - Module 2 - Blasius Solution for flow over a flat plate

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Why enroll

Here a participant will learn the classical solution of incompressible flow over a flat plate with zero angle of incidence. The concept of self similar velocity profiles and how a Prantdl Boundary Layer Equation which is a set of partial differential equations reduces to single ordinary differential equation.

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Course details

Boundary Layer Theory has its applications in aerospace, automobile, marine, oil and gas, sports mechanics, process engineering and many other fields. Many complex phenomena such as heat and mass transfer, flow induced vibrations in bridges and buildings, swinging of a sports ball in air, stalling of aircraft etc. can be explained through boundary layer theory. The understanding of Boundary Layer theory can help engineers to design fuel efficient automobiles, Aircraft and Ships, to design high performance heat exchangers, to design pipelines that consume very less pumping power and excel in designing any machines or processes that involve fluid flow. This interactive course will help students understand the Boundary Layer Theory with a slow and methodical teaching.

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Marine
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Civil & Structural
Health, Safety & Environmental
Marine & Naval
Mechanical
Noise & Vibration
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Key topics covered

Similarity Solution for velocity profiles

Balsius Equation

Training details

This is a live course that has a scheduled start date.

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