Three-Dimensional Flow Analysis Problem Statement The velocity components in a three-dimensional flow are: u = ax v = ay w […]
Streamline Analysis and Stagnation Point Problem Statement Given the velocity vector V = ax i + by j, where a
Stream Function Analysis Problem Statement Show that the following stream function represents an irrotational flow: ψ = 6x – 4y
Show that the following stream function represents an irrotational flow. ψ=6x-4y+7xy+9 Read More »
Irrotational Flow Analysis Problem Statement The velocity components in a two-dimensional flow are: u = 8x²y – 8/3y³ v =
Velocity Potential Function Analysis Problem Statement For the velocity components given as: u = ay sin(xy) v = ax sin(xy)
The stream function for a two dimensional flow is given by ψ=8xy. Find the velocity potential function. Potential Flow Analysis
Potential Flow Analysis Problem Statement If, for a two dimensional potential flow, the velocity potential is given by: φ =
A stream function (ψ) is given by ψ=2x-5y. Calculate the velocity components, and magnitude and direction of resultant velocity. Stream
The velocity potential (ϕ) is given by ϕ=x^2-y^2. Find the velocity components in x and y direction. Also show that
Series Pipeline Flow Analysis Problem Statement Water flows through series pipelines A-B-C with branches C-D and C-E: Pipe AB: d₁
Tank Flow Analysis: Steady-State Condition Problem Statement A water tank with constant level h receives flow through: Section 1: Velocity
Pipe Flow Analysis: Branching System Problem Statement A 40cm diameter water pipe branches into two pipes (30cm and 20cm diameter).
