Popis
Tento příklad je založen na testu atmosférické hraniční vrstvy (ABL) z dokumentu německé WTG: Fact Sheet of Committee 3 - Numerical simulation of wind flows, chapter 9.1 (see references). Before each numerical simulation, it should be checked whether the atmospheric boundary layer defined at the inflow reaches the structure by testing its development in an empty tunnel. This affects not only the distribution of the velocities, but also the turbulent quantities. The test must be carried out for both steady (RANS) and transient (URANS, LES) calculations. In the following article, the development of a velocity field, turbulence kinetic energy field and turbulence dissipation rate field is shown for the four terrain categories I to IV defined in the EN 1991-1-4. A vertically anisotropic turbulence acc. to chapter 6.3.1 and RANS k-ω SST turbulence model is used.
| Fluid Properties | Kinematic Viscosity | ν | 1.500e-5 | m2/s |
| hustota | ρ | 1.250 | kg/m3 | |
| Wind Tunnel | obvod | Dx | 800.000 | m |
| Šířka | Dy | 80.000 | m | |
| Výška | Dz | 300.000 | m | |
| Calculation Parameters | Reference Velocity | uref | 20.000 | m/s |
| Referenční výška | zref | 10.000 | m | |
| von Kármán Constant | κ | 0.410 | ||
| Turbulence Viscosity Constant | Cμ | 0.090 |
Analytické řešení
Analytical solution is not available. The example provides an overview of the chosen quantity field development in an empty wind tunnel.
Wind speed profile is calculated from the following equation:
where u* is friction velocity, defined as:
Turbulence k profile is defined according following equation:
Turbulence ω profile is defined calculated according following equation:
RWIND Simulation Settings
- Modelled in RWIND 3.03.0220
- Steady flow simulation type
- Mesh density is 28 %: 2 482 465 cells
- Number of tunnel boundary layers is 10
- The height of the first cell at the bottom is 0.046 m
- y+ ranges from 800 to 1000
- RANS k-ω SST turbulence model
- Inlet boundary condition - ABL v, k, ω; zero pressure gradient
- Tunnel bottom - no-slip boundary condition
- Tunnel walls and top - slip boundary condition
- Outlet boundary condition - zero pressure; zero velocity gradient
Výsledky
Terrain category I
Terrain category II
Terrain category III
Terrain category IV
.png?mw=350&hash=cb608b662a8dcf0f0bc5c92793c5cbbca1755d74)
_1.jpg?mw=350&hash=ab2086621f4e50c8c8fb8f3c211a22bc246e0552)
.png?mw=600&hash=49b6a289915d28aa461360f7308b092631b1446e)
