A Deflection Monitoring System for a Wind Turbine Blade
US-2018335015-A1 · Nov 22, 2018 · US
US12406115B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-12406115-B2 |
| Application number | US-202017640738-A |
| Country | US |
| Kind code | B2 |
| Filing date | Dec 15, 2020 |
| Priority date | Nov 5, 2020 |
| Publication date | Sep 2, 2025 |
| Grant date | Sep 2, 2025 |
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The disclosure discloses a numerical simulation method of an influence of a polytetrafluoroethylene (PTFE)-based membrane on an aerodynamic characteristic of a wind turbine blade, and relates to the technical field of polymer composites. The simulation method comprises the following steps: selecting a wind turbine generator, a blade airfoil and a PTFE-based nano functional membrane; setting a numerical simulation computation network and a computation area of a wind energy capture area; determining main computation parameters and a Reynolds number for aerodynamic characteristic computation; establishing a geometrical model whose airfoil boundary extends by 0.26 mm (membrane thickness) along a normal direction to obtain a new computational geometry; computing by using a hydrodynamic computation method and a finite volume method; and obtaining an influence number simulation computation result.
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The invention claimed is: 1. A numerical simulation method of an influence of a polytetrafluoroethylene (PTFE)-based membrane on an aerodynamic characteristic of a wind turbine blade, wherein numerical simulation computation is performed on influences of a PTFE-based nano functional composite membrane on aerodynamic characteristics and entire aerodynamic performance of a blade airfoil after pasting and covering the surfaces of blades of a large horizontal axis wind turbine by using a hydrodynamic computation method, which comprises the following steps: (1) selecting two blade airfoils; (2) determining that wind energy capture areas of a blade are located in middle and tip areas of the blade, selecting chord length positions and angle of attack ranges of the two airfoils according to respective spreading position and chord length distribution direction, and meanwhile selecting Reynolds numbers for aerodynamic characteristic computation of the airfoils; (3) selecting a PTFE-based nano functional composite membrane with a maximum thickness of 0.26 mm and a surface roughness of 0.18 μm; (4) solving a two-dimension incompressible Navier-Stokes equation by using a finite volume method, wherein the computation state is a steady state, turbulence simulation adopts an SST k-ω model, the computation grid of the airfoil adopts a C-shaped structure grid, and the height of the first-layer grid of the surface of the blade satisfies y+≈1 (the first layer is a bottom layer, and y+ represents a thickness, and 1 represents a precision); (5) geometrically modeling, and spreading the boundary of the airfoil along a normal direction by the same distance as a membrane thickness to obtain a new computational geometry; (6) performing influence number simulation computation, wherein the action point of a moment is selected at the position of ¼ chord length of the airfoil, so that the rise moment of the airfoil is positive, and the bow moment of the airfoil is negative, an airfoil lift coefficient is C L = L 1 2 ρ V ∞ 2 c ; a drag coefficient is C D = D 1 2 ρ V ∞ 2 c ; a pitching moment coefficient is C M = M 1 2 ρ V ∞ 2 c 2 ; and (7) comparatively analyzing changes in aerodynamic coefficients of two wind turbine generator blade airfoils before and after being pasted and covered with the PTFE-based nano functional composite membrane to obtain influence number simulation computation results. 2. The numerical simulation method of the influence of the PTFE-based membrane on an aerodynamic characteristic of a wind turbine blade according to claim 1 , comprising the following steps: (1) selecting four wind turbine generators with different capacities and models, including a China Southern Airlines NH1500 wind turbine, an American NRE5000 offshore wind turbine, a Goldwind GW103-2500 wind turbine and a Guodian United Power UP2000-96 wind turbine, and finally selecting two basic blade airfoils by integrating design data of four wind turbine generator blades, namely, DU91-W2-250 and NACA64-418; (2) determining that the wind energy capture areas of the blade are located in the middle and tip areas of the blade, selecting chord length positions and angle of attack ranges of the two airfoils according to respective spreading position and chord length distribution direction, wherein the chord length positions are selected by referring to 60% R and 85% R positions of blades of a UP2000-96 wind turbine, R represents the chord length of each sectional airfoil of the blade in a radial direction, respectively being 1.65 m and 1.15 m; the angle of attack ranges are both [−4, 14], and meanwhile the Reynolds number for aerodynamic characteristic computation is selected as 3.0×106; (3) selecting the PTFE-based nano functional composite membrane with a maximum thickness of 0.26 mm and a surface roughness of 0.18 μm; (4) solving a two-dimension incompressible Navier-Stokes equation by using a finite volume method, wherein the computation state is a steady state, turbulence simulation adopts an SST k-ω model, the computation grid of the airfoil adopts a C-shaped structure grid, 400 grid points are present around the airfoil, the height of the first-layer grid of the blade surface is 9.0×10−6 m and satisfies y+≈1, and the total number of the grids is 300 thousand; (5) geometrically modeling, and spreading the boundary of the airfoil along a normal direction by 0.26 mm to obtain a new computational geometry; (6) performing influence number simulation computation, wherein the action point of a moment is selected at the position of ¼ chord length of the airfoil, so that the rise moment of the airfoil is positive, and the bow moment of the airfoil is negative, an airfoil lift coefficient is C L = L 1 2 ρ V ∞ 2 c ; a drag coefficient C D = D 1 2 ρ V
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