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Download the poster windeurope.org/summit2016 windeurope.org/ra17 #windra17 Wake predictions of full HAWT rotor and actuator disk model CFD simulations using different RANS turbulence models compared to experimental measurements N. Stergiannis 1,2,3 , J. van Beeck 2 , M. C. Runacres 1 1 Vrije Universiteit Brussel, 2 Von Karman Institute for Fluid Dynamics, 3 3E S.A. [1] Openfoam.org. URL: www.openfoam.org [2] Sætran L. and Bartl J.: Invitation to the 2015 “Blind test 4” Workshop. Combined power output of two in-line turbines at different inflow conditions, 2015. [3] Norwegian Research Centre for Offshore Wind Energy. URL: http://www.norcowe.no [4] Stergiannis N., Lacor C., Van Beeck J. and Donnelly R.: CFD modelling approaches against single wind turbine wake measurements using RANS, 2016. [5] Stergiannis N., Van Beeck J. and Runacres M. C.: Full HAWT rotor CFD simulations using different RANS turbulence models compared with actuator disk and experimental measurements, 2017. The development of large scale wind energy projects created the demand for increasingly accurate and efficient models that limit the project’s uncertainties and risk. Wake effects are of great importance and together with the complex terrain effects are employed to the optimization process of wind farms. Despite the growing body research there are still many open questions and challenges to overcome. To investigate the physics involved in a single wake, full wind turbine rotor simulations are compared with a simplified actuator disk model that is used by the industry for wind farm applications. The steady state 3-D Reynolds-Averaged Navier Stokes (RANS) equations are solved in the open- source package OpenFOAM [1], using different two equation turbulence models. For the full-rotor computational fluid dynamics (CFD) simulations, the multiple reference frame (MRF) approach was used to model the rotation of the blades and hub geometries. For the simplified cases, the actuator disk model was used with the experimentally measured thrust (Ct) and pressure (Cp) coefficient values. The performance of each modelling approach is compared against wind tunnel wake measurements of the 4th blind test organized by NOWITECH and NORCOWE in 2015 [2, 3]. PO.039 Abstract Wake predictions against measurements Conclusions References CFD results using different RANS turbulence models Computational domain and boundary conditions The computational mesh was generated with blockMesh and snappyHexMesh. The final grid size was 30Mi cells for the full rotor CFD simulations and 14Mi cells for the ADM cases. A uniform velocity profile of 11.5 m/s has been used in all cases. Turbulence characteristics are based on the experimental measured turbulence intensity and length scale. Dirichlet Fixed value von Neumann Zero gradient Inlet u, k, ε, ω p Outlet p u, k, ε, ω Sides, top, bottom Slip condition Blades, hubs Wall functions Actuator disks Momentum sinks Rotating frame WT1 λ=6 Rotating frame WT2 λ=5 Table 1: Inflow and outflow boundary conditions Table 2: Other boundary conditions Figure 1: Details of the mesh and local refinements Figure 2: Contours of velocity, TKE and vorticity. From top to bottom: k-ε, k-ω, k-ω SST, k-ε Realizable, k-ε RNG Results in all wake regions show that both CFD approaches are very sensitive to the choice of turbulence model [4, 5]. On average, the actuator disk models under-predict the velocity deficit in the wake. However, good results are obtained with an appropriate turbulence model: the k-ε RNG shows excellent agreement in the mid and far wake (Figure 3). Full-rotor simulations show very good agreement in the near and mid wake. On the other hand, they all over-estimate the velocity deficit in the far wake, which is related to the severe under-estimation of the turbulence intensity by the full-rotor simulations (Figures 2, 3). Preliminary calculations that we have performed, suggest that including the tower and nacelle might lead to better prediction of the far wake. This topic needs further investigation. Figure 3: Normalized velocity over three downstream positions. (Left: actuator disk model. Right: full-rotor simulations)

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windeurope.org/summit2016#windsummit2016

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Wake predictions of full HAWT rotor and actuator disk modelCFD simulations using different RANS turbulence models

compared to experimental measurements N. Stergiannis1,2,3, J. van Beeck2, M. C. Runacres1

1Vrije Universiteit Brussel, 2Von Karman Institute for Fluid Dynamics, 33E S.A.

[1] Openfoam.org. URL: www.openfoam.org

[2] Sætran L. and Bartl J.: Invitation to the 2015 “Blind test 4” Workshop. Combined power output of two in-line turbines at different inflow conditions, 2015.

[3] Norwegian Research Centre for Offshore Wind Energy. URL: http://www.norcowe.no

[4] Stergiannis N., Lacor C., Van Beeck J. and Donnelly R.: CFD modelling approaches against single wind turbine wake measurements using RANS, 2016.

[5] Stergiannis N., Van Beeck J. and Runacres M. C.: Full HAWT rotor CFD simulations using different RANS turbulence models compared with actuator disk and experimental measurements, 2017.

The development of large scale wind energy projects created the demand for increasingly accurateand efficient models that limit the project’s uncertainties and risk. Wake effects are of greatimportance and together with the complex terrain effects are employed to the optimization processof wind farms. Despite the growing body research there are still many open questions andchallenges to overcome. To investigate the physics involved in a single wake, full wind turbine rotorsimulations are compared with a simplified actuator disk model that is used by the industry forwind farm applications.

The steady state 3-D Reynolds-Averaged Navier Stokes (RANS) equations are solved in the open-source package OpenFOAM [1], using different two equation turbulence models. For the full-rotorcomputational fluid dynamics (CFD) simulations, the multiple reference frame (MRF) approach wasused to model the rotation of the blades and hub geometries. For the simplified cases, the actuatordisk model was used with the experimentally measured thrust (Ct) and pressure (Cp) coefficientvalues. The performance of each modelling approach is compared against wind tunnel wakemeasurements of the 4th blind test organized by NOWITECH and NORCOWE in 2015 [2, 3].

PO.039

Abstract

Wake predictions against measurements

Conclusions

References

CFD results using different RANS turbulence models

Computational domain and boundary conditions

The computational mesh was generated with blockMesh and snappyHexMesh. The final grid sizewas 30Mi cells for the full rotor CFD simulations and 14Mi cells for the ADM cases. A uniformvelocity profile of 11.5 m/s has been used in all cases. Turbulence characteristics are based on theexperimental measured turbulence intensity and length scale.

DirichletFixed value

von Neumann Zero gradient

Inlet u, k, ε, ω p

Outlet p u, k, ε, ω

Sides, top, bottom Slip condition

Blades, hubs Wall functions

Actuator disks Momentum sinks

Rotating frame WT1 λ=6

Rotating frame WT2 λ=5

Table 1: Inflow and outflow boundary conditions

Table 2: Other boundary conditions

Figure 1: Details of the mesh and local refinements

Figure 2: Contours of velocity, TKE and vorticity. From top to bottom: k-ε, k-ω, k-ω SST, k-ε Realizable, k-ε RNG

Results in all wake regions show that both CFD approaches arevery sensitive to the choice of turbulence model [4, 5].

On average, the actuator disk models under-predict thevelocity deficit in the wake. However, good results areobtained with an appropriate turbulence model: the k-ε RNGshows excellent agreement in the mid and far wake (Figure 3).

Full-rotor simulations show very good agreement in the nearand mid wake. On the other hand, they all over-estimate thevelocity deficit in the far wake, which is related to the severeunder-estimation of the turbulence intensity by the full-rotorsimulations (Figures 2, 3). Preliminary calculations that wehave performed, suggest that including the tower and nacellemight lead to better prediction of the far wake. This topicneeds further investigation.

Figure 3: Normalized velocity over three downstream positions. (Left: actuator disk model. Right: full-rotor simulations)