MITx: Advanced Fluid Mechanics 2: The Navier-Stokes Equations for Viscous Flows
Learn to apply the Navier-Stokes equations to viscous-dominated flows; including pipe flows, channel flows and free surface flows, use dynamical similarity and dimensional analysis, Stokes flows, similarity solutions and transient responses, lubrication analysis and surface tension.
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Advanced Fluid Mechanics 2: The Navier-Stokes Equations for Viscous Flows
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- Institution MITx
- Subject Ingeniería
- Level Advanced
- Prerequisites
Comfort with undergraduate-level fluid mechanics, multivariable calculus and undergraduate differential equations: elementary vector and tensor manipulation, Fourier transforms, solving second order linear ODEs and PDEs. Students without this background will find there is a steep learning curve and may have to put in more than the estimated time effort.
Note: this module (2.25.2x) is designed to be stand-alone. You do not need to take the first module (2.25.1x) to successfully complete this module.
- Language English
- Video Transcript English
- Associated skillsHydraulics, Free Surface, Physics, Dimensional Analysis, Stokes Equation, Boundary Layer, Process Manufacturing, Physically Based Animation, Fluid Dynamics, Chemical Process, Mechanical Engineering, Fluid Mechanics