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In this course, you will learn:
- Continuum mechanics
- Hydrostatics
- Buoyancy and rigid body accelerations
- Inviscid flow
- Application of Bernoulli’s theorems
- Applications of control volume analysis for more complex fluid flow problems of engineering interest
Syllabus :
- The continuum vision and equations of motion.
- Hydrostatic analysis of fluids in static equilibrium and buoyancy.
- Inviscid flow (differential approach): Euler's equation, Bernoulli's integral, and the effects of streamline curvature. Mechanical Energy Equation.
- Control Volume Theorems (Integral Approach) Mass conservation, linear momentum theorem, angular momentum theorem, and the first and second laws of thermodynamics.
- Application to more complicated systems.
