Advanced Fluid Mechanics with Engineering Applications.

Advanced Fluid Mechanics with Engineering Applications.

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What you’ll learn:
  • Introduction to Fluid Mechanics from very basic level that can engage the beginner learner to the course.
  • Derivation and complete explanation of continuity equation with examples and numericals.
  • Understand momentum equation and momentum equation in differential form.
  • Understand Navier-Stokes Equation and applications of Navier-Stokes Equation.
  • Get complete explanation about Reynolds Transport Theorem with its Derivation.
  • Understand about Linear and Angular momentum equation.
  • Understand about Kinematics of all types of Flow in detail.
  • Understand Potential Flow and Superposition of potential flow (I, II, III)
  • Explanation about Turbo Machines (Euler’s Equation, Blade Angles, Performance (I,II)
  • Get Information about turbine and turbine performance.
  • Understand about Boundary layer Concepts (Order Analysis over Flat plate, Turbulent flow over flat plate, Blasius solution, Displacement and Momentum thickness)
  • Understand about External flow Concepts (Drag Coefficient and Drag in Vehicles)
  • Explanation of Airfoil and the Performance of Airfoil
  • Understand Advanced concepts about CFD and its Applications.

This is one of the detailed (29 Hours) course on Fluid Mechanics that can provide you with advanced concepts of Fluid Mechanics that is very essential for all Precessing Engineering Fields.

This is an advanced course in Fluid Mechanics. The subject Fluid Mechanics has a wide scope and is of prime importance in several fields of engineering and science. The present course emphasizes the fundamental underlying fluid mechanical principles and the application of those principles to solve real-life problems. Special attention is given to deriving all the governing equations starting from the fundamental principle. There is a well-balanced coverage of physical concepts, mathematical operations along with examples and exercise problems of practical importance. After completion of the course, the students will have a strong fundamental understanding of the Principles of Fluid Mechanics and will be able to apply the Principles to analyze fluid mechanical systems.

This course is of relevance to engineers and scientists across a wide range of mechanical chemical and process industries who must understand, analyze and optimize flow processes and fluids handling problems. Applications are drawn from hydraulics, aero & hydrodynamics as well as the chemical process industries.

This Course is Specially designed for the Automobile and Aviation industries.

Lecture-1 Introduction to Fluid

  • Subject of Fluid Mechanics
  • Laws in scientific study
  • Engineering approach of problem solving
  • Fluid definition
  • Newton’s law of viscosity
  • Newtonian and Non-Newtonian fluid
  • Problems based on Newton’s law of Viscosity

Lecture-2 Continuity Equation

  • Principle of conservation of mass
  • Differential and Integral approach
  • Eulerian and Lagrangian approach
  • Inventory Equation
  • Derivation of Continuity equation-Differential approach
  • Conservation and Non-Conservation forms of Continuity
  • Material derivative
  • Scalar and Vector field
  • Acceleration field

Lecture-3 Momentum Equation

  • Newton’s Second law of motion
  • Body force
  • Surface force
  • Momentum Equation in differential form
  • Stokes postulate
  • Navier-Stokes Equation

Lecture-4 Application of Navier Stokes equation

  • N-S equation as governing equation of fluid flow
  • Application of N-S equation for a steady and laminar fluid flow between two fixed infinitely long plates.
  • Velocity profile
  • Volume flow rate calculation from velocity profile
  • Local velocity, average velocity, maximum velocit

Lecture-6 Reynolds Transport Theorem Derivation

  • Control Mass (A System) and Control Volume
  • Lagrangian and Eulerian Approach
  • Extensive and Intensive property
  • Derivation of Reynolds Transport Theorem (RTT)
  • Interpretation of net flux term of RTT

Lecture-7 Reynolds Transport Theorem – Continuity Equation

  • Reynolds Transport Theorem (RTT)
  • Deriving Continuity Equation using RTT
  • Mass flow rate, Volume flow rate, and Average speed
  • Differential and Integral form of Continuity Equation

Lecture-8 RTT-Continuity Equation Numericals

  • Continuity Equation in Integral form
  • Solving numerical problems using Continuity Equation

Lecture-9 RTT- Linear Momentum Equation

  • Reynolds Transport Theorem (RTT)
  • Deriving Momentum Equation using RTT
  • Resultant Forces acting on a CV
  • Momentum accumulation in a CV
  • Momentum flow through a CV

Lecture-10 RTT- Angular Momentum Equation

  • Reynolds Transport Theorem (RTT)
  • Deriving Angular Momentum Equation using RTT
  • Problem based on Linear and Angular Momentum
  • RTT for Moving and Deforming CV

Lecture-11 Kinematics of Flow- Flow types

  • Fluid Flow Visualization- Classics
  • Streamline
  • Path-line
  • Streak-line
  • Time-line
  • Software for flow visualization (2dflowvis)

Lecture-12 Kinematics of Flow- Irrotational Flow

  • Motion of fluid Element
  • Transformation of fluid element
  • Angular velocity vector
  • Vorticity Vector
  • Irrotational flow field

Lecture-13 Kinematics of Flow- Stream function

  • Visualizing velocity field-Java Applet
  • Visualizing velocity field- Maple
  • Stream function
  • Change in the value of stream function
  • Problem on stream function
  • Stream function in polar coordinates

Lecture-14 Kinematics of Flow- Circulation

  • Circulation
  • Relationship between Circulation and Vorticity
  • Stoke’s theorem
  • Problem on Circulation
  • Physical meaning of Divergence of a vector
  • Circulation and Divergence in Java Applet

Lecture-15 Potential Flow- Velocity potential function

  • Velocity Potential function, φ
  • Potential flow
  • Relationship between ψ and φ
  • Flow net
  • Velocity potential function in cylindrical coordinates
  • Velocity Potential function in Java Applet

Lecture-16 Potential Flow- Basic potential flows

  • Uniform flow
  • Source and Sink flow
  • Vortex flow
  • Stream function and Velocity potential function for basic flows

Lecture-17 Potential Flow- Superposition of potential flows-I

    • This course is specially designed for engineering students who are interested in Fluid Mechanics and want to understand Fluid Mechanics in advanced Level
  • This course is especially for automotive engineering and processing engineering students.
  • This course is for those who want to learn and know how to use CFD (computational fluid dynamics simulation software)
Who this course is for:
  • This course is specially designed for engineering students who are interested in Fluid Mechanics and want to understand Fluid Mechanics in advanced Level
  • This course is especially for automotive engineering and processing engineering students.
  • This course is for those who want to learn and know how to use CFD (computational fluid dynamics simulation software)

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