Become an Expert ANSYS Fluent User

Become an Expert ANSYS Fluent User

43
17h 42s
  1. Section 1

    Engineering Fields

  2. Section 2

    Flow Models

  3. Section 3

    Fluent Modules

  4. Section 4

    Other Software

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Become an Expert ANSYS Fluent User — Ep 01

Aerodynamics & Aerospace: Blade Film Cooling

Lesson
01
Run Time
32m 42s
Published
Jun 10, 2026
Course Progress
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About This Lesson

This project simulates film cooling on a gas turbine blade — the technique that lets turbine blades survive gas temperatures well above their material limits by holding a thin layer of cool air against the surface. The cooling air, bled from the compressor stage, is fed through internal channels and ejected through discrete holes to form a protective film over the blade.

The study is set up as a conjugate heat transfer (CHT) problem: the fluid domain (hot gas and cooling air) and the solid blade are coupled at the walls, so heat conducts through the blade while the external hot gas and the internal/film cooling air exchange heat with it simultaneously. Turbulence is modeled with k-ω SST, which resolves both the near-wall film behavior and the free-stream mixing between cool and hot streams.

Geometry is built in Design Modeler, meshed in ANSYS Meshing, then converted to a polyhedral mesh (~2.7 million cells) in ANSYS Fluent for better gradient resolution and faster convergence around the cooling holes.

What the results show: pathlines trace the cooling air through the blade's internal channels and out through the film holes, where it forms a thin thermal barrier over the surface. Film thickness varies along the blade — thickest near the holes — and the film is turbulent, mixing with the hot gas downstream and progressively losing effectiveness. The simulation makes the core design trade-off visible: hole size, shape, spacing, count, and injection angle all control how well the film holds before the hot gas entrains it.

You'll learn to: set up a coupled fluid–solid CHT model, mesh and inject through discrete cooling holes, choose and justify k-ω SST for film flows, and read film effectiveness from temperature fields and pathlines.