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Guided learning journeys that build knowledge step by step.
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7819 Paths · page 681 / 782
This learning path guides students from foundational fluid mechanics and numerical methods to the practical implementation of CFD solvers. It covers governing equations, discretization techniques, grid generation, boundary conditions, and turbulence modeling, culminating in a capstone project simulating a canonical flow.
This learning path equips students with the knowledge and skills to analyze fluids with complex rheology, focusing on viscoelasticity, shear thinning, shear thickening, and Bingham plastics. It covers foundational fluid mechanics and viscous flow, progresses through non-Newtonian behavior, and culminates in advanced models and experimental techniques.
This advanced learning path guides plasma physics students through the fundamental concepts of magnetohydrodynamics (MHD), starting from necessary fluid mechanics and electromagnetism prerequisites, progressing through core MHD equations, and culminating in advanced topics like Alfvén waves, magnetic reconnection, and the dynamo effect.
This learning path equips climate science students with the fluid dynamics foundation needed to understand large-scale ocean and atmospheric motions. It covers the governing equations, rotation effects, and key phenomena such as Ekman layers, Rossby waves, and ocean circulation, emphasizing their role in climate.
A comprehensive learning path for geophysics students to model free-surface flows using the Shallow Water Equations (SWE). It covers fluid mechanics fundamentals, the derivation of SWE, wave dynamics, hydraulic jumps, and practical tsunami modeling, with a focus on open channel flow.
This advanced learning path equips students with the theoretical and analytical tools to analyze flow stability and transition to turbulence. It covers the governing equations, basic states, linear stability theory, the Orr-Sommerfeld equation, the Rayleigh criterion, and boundary layer transition, culminating in practical stability analysis techniques.
This advanced university-level path systematically covers the fundamental characteristics of turbulent flows, the energy cascade, Kolmogorov's theory, and the statistical methods used to analyze turbulence. It begins with essential fluid mechanics concepts and progresses through instability, transition, and fully developed turbulence, culminating in modern theoretical and computational perspectives.
A comprehensive learning path covering the fundamental concepts of vorticity, vortex dynamics, and potential flow. Starting from fluid kinematics, it progresses through the vorticity equation, Kelvin's theorem, vortex filaments, and vortex sheets, culminating in applications to potential flow theory.
This advanced undergraduate path develops the mathematical and physical skills needed to solve the Navier-Stokes equations for complex flows, focusing on exact solutions, similarity solutions, Stokes flow, and creeping flow. It builds from vector calculus and fluid kinematics through the full Navier-Stokes derivation to specialized solution techniques.
A structured learning path for high school students to understand compressible flow phenomena. It covers the essential thermodynamics and fluid mechanics prerequisites, introduces the concept of Mach number, and explains isentropic flow, normal shocks, and expansion waves.