2022
DOI: 10.1016/j.apenergy.2021.118182
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Comparative experimental investigation into wake characteristics of turbines in three wind farms areas with varying terrain complexity from LiDAR measurements

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Cited by 18 publications
(5 citation statements)
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“…Such models are based on the Gaussian or the cosine distribution functions and provide a more accurate wind velocity distribution compared to the top‐hat model (Figure 1). Katic et al 2 also presumed that, first, the initial wake diameter was equal to the rotor diameter, and second, the wake decay (kw) was constant, which the latter is not consistent with the measurements in wind farms 40 . One approach adopted in the analytical models developed in the later years has been to calculate a revised wake decay (kw,rev) using the expression kw,rev=kwIwakeI, where I stands for the incoming wind turbulence intensity and Iitalicwake is the wake turbulence intensity 20,22,23,41 .…”
Section: Introductionmentioning
confidence: 96%
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“…Such models are based on the Gaussian or the cosine distribution functions and provide a more accurate wind velocity distribution compared to the top‐hat model (Figure 1). Katic et al 2 also presumed that, first, the initial wake diameter was equal to the rotor diameter, and second, the wake decay (kw) was constant, which the latter is not consistent with the measurements in wind farms 40 . One approach adopted in the analytical models developed in the later years has been to calculate a revised wake decay (kw,rev) using the expression kw,rev=kwIwakeI, where I stands for the incoming wind turbulence intensity and Iitalicwake is the wake turbulence intensity 20,22,23,41 .…”
Section: Introductionmentioning
confidence: 96%
“…Katic et al 2 also presumed that, first, the initial wake diameter was equal to the rotor diameter, and second, the wake decay (k w ) was constant, which the latter is not consistent with the measurements in wind farms. 40 One approach adopted in the analytical models developed in the later years has been to calculate a revised wake decay (k w,rev ) using the expression k w,rev ¼ k w I wake I∞ , where I ∞ stands for the incoming wind turbulence intensity and I wake is the wake turbulence intensity. 20,22,23,41 For the employment of this equation, expressions of I wake as functions of I ∞ , x, wind turbine diameter (d t ), induction factor (a), and thrust coefficient (C T ) specific to the turbine are used, which are obtained through the adoption of experimental, 42 combined experimental and numerical 8 and engineering 19,23 approaches.…”
Section: Introductionmentioning
confidence: 99%
“…Facing the difficulty in obtaining accurate previewed wind speed information with common measurements, the development of wind lidar measurement technology has promised a solution. Lidar is capable of proactively measuring wind speed within a certain range in front of the wind turbine, independent of the influence of aerodynamic shape and wake [12], previewing wind information in advance [13]. Since lidar can provide multi-point and multi-plane measurements with high accuracy, its measurement information could be used by the intelligent predictive control, improving the control performance of wind turbines.…”
Section: Introductionmentioning
confidence: 99%
“…Wu et al [20][21][22][23] carried out field tests on different topography and surface roughness by using a Pulse Coherent Doppler LiDAR (PCDL), revealing the loss of wind speed along the longitudinal dimension, wake size, turbulent energy dissipation rate, and its influence on the wake length of the unit. Gao et al [24] carried out comparative experimental measurements of the wind turbine wake in three wind farm regions with different complexity by laser Doppler LiDAR and discussed three wake interaction conditions of separate, full, and half wakes, respectively. Hou et al [25] studied wake turbulence characteristics of the wind turbine using the large eddy simulation method.…”
Section: Introductionmentioning
confidence: 99%