Fluid Mechanics

Intermediate Engineering by Professor Saad Explains. 50 lectures, 14.3 hours. Covers: fluid mechanics bernoulli viscosity reynolds number navier stokes.

Lectures

1. 01. Intro to the study of advanced fluid mechanics · 51 min
2. 02. Continuum hypothesis, Vector Algebra · 52 min
3. 03. Vector Calculus 1 · 50 min
4. 04. Vector Calculus 2 · 53 min
5. 05. The Reynolds Transport Theorem · 32 min
6. Mass conservation - Example 1 · 6 min
7. Mass conservation - Example 2 with time dependence · 5 min
8. Mass conservation - Example 3 with time dependence · 6 min
9. 07. Linear Momentum - Integral Form · 17 min
10. 07.1 Example of applying the Linear Momentum Theorem · 4 min
11. 07.2 Example application of Linear Momentum Theorem Navier Stokes Equations · 7 min
12. 06. Differential Form of Mass Conservation · 42 min
13. 6.1 The Material Derivative · 14 min
14. 6.2 Incompressibility · 13 min
15. 6.3 Differential Form of Continuity Equation · 8 min
16. 09. Forces on a Fluid Element · 9 min
17. 10. Inviscid Flow Equations (Euler's Equations) · 20 min
18. 10.2. Shell Balance Derivation of Euler Equations · 15 min
19. 11. Bernoulli Equation · 26 min
20. 11.1. Bernoulli Example 1 · 3 min
21. 11.2. Bernoulli Example 2 · 8 min
22. 11.3. Bernoulli Example 3 · 5 min
23. 11.4. Bernoulli Example 4 · 5 min
24. What is a tensor? The best way to think about tensors · 12 min
25. 10.1. Tensors · 22 min
26. 12.0. Derivation of the Full Momentum Equations · 9 min
27. 12.1. Full Momentum Equations from Integral Form · 12 min
28. 12.2. Shell Balance Derivation of Momentum Equations (Force Interpretation) · 19 min
29. 12.3. Shell Balance Derivation of Momentum Equations (Diffusion Interpretation) · 7 min
30. 13.0. The Stress Tensor Navier Stokes Equations · 35 min
31. 14. The Navier Stokes Equations · 19 min
32. 15.0. Strategy for solving viscous flow problems · 18 min
33. 15.1. NS Example 1 - Poiseuille Flow · 15 min
34. 15.2. NS Example 2 - Combined Poiseuille Couette Flow · 9 min
35. 15.3. NS Example 3 - Poiseuille Flow in Pipe · 8 min
36. 15.4. NS Example 4 - Combined Poiseuille-Couette Flow between Concentric Cylinders · 7 min
37. 15.5. NS Example 5 - Coating Process (Couette Flow with Gravity at an angle) · 13 min
38. 15.6. NS Example 6 - Rotating Rod Viscometer · 20 min
39. 16.1. Nondimensionalization of Governing Equations · 17 min
40. 16.2. Non-Dimensionalization vs Normalization · 5 min
41. 16.3. Interial Scaling of the Navier-Stokes Equations · 22 min
42. 16.4. Viscous Scaling of the Navier-Stokes Equations · 12 min
43. 16.5. A Generalized Scaling Strategy · 24 min
44. 16.6. The Stream Function · 13 min
45. 16.7. Stokes Flow Over Sphere · 37 min
46. 17.0. Vorticity Transport · 15 min
47. 17.2. Vorticity Streamfunction Formulation · 6 min
48. 17.1. 2D Vorticity Transport for Constant Density Flow · 4 min
49. 18.1. Irrotational Motion · 21 min
50. 18.2. Properties of Irrotational Motion · 8 min

Quick explainers

• Understanding Bernoulli's Equation · 14 min
• Bernoulli's Equation · 10 min
• Bernoulli's principle · 6 min
• Bernoulli's Equation · 8 min
• The Biggest Myth in Fluid Mechanics | Bernoulli’s Principle Explained #engineering #fluidmechanics · 14 min
• Bernoulli's Equation For Differential Equations · 20 min
• The Bernoulli Equation // Substitutions in Differential Equations · 9 min
• The Bernoulli Equation (Fluid Mechanics - Lesson 7) · 10 min
• Bernoulli's Equation for Fluid Mechanics in 10 Minutes! · 10 min
• Physics 34 Fluid Dynamics (1 of 7) Bernoulli's Equation · 8 min

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