Aerodynamic Characteristics of Wind Turbines Operating under Hazard Environmental Conditions: A Review
Abstract
:1. Introduction
2. Aerodynamic Performance of Wind Turbines
3. Aerodynamic Characteristics of Wind Turbines under Hazard Environmental Conditions
3.1. Icing
- LEWICE is a code for 2D ice accumulation created by the NASA Glenn Research Center [31]. It utilizes a time-stepping procedure to forecast the shape of ice accumulation. The flow field mathematical computations are performed using the Douglas Hess-Smith 2D panel code. The obtained solution is then used to determine particle trajectories and the points at which they impinge on the object. Additionally, LEWICE incorporates an icing model to estimate the rate and shape of ice growth.
- The Turbine Blade Icing Model (TURBICE) is a 2D simulation program specifically designed to anticipate ice accretion on HAWT blades [32,33]. The blade’s potential flow field is determined by panel methods, while droplet trajectories and impingement calculations are performed using a Lagrangian technique. Additionally, TURBICE has the ability to estimate the energy necessary for heating in order to prevent ice accumulation on the blade surface.
- FENSAP-ICE represents a premier 3D in-flight icing simulation solver [34,35]. It simulates the flow field, impacts of droplets, and ice shapes, and predicts anti/de-icing heat loads. FENSAP-ICE incorporates integrated computational fluid dynamics (CFD) modules to perform these calculations. The software employs 3D Navier–Stokes and energy equations to analyze the flow field, along with a 3D Eulerian model for calculating droplet behavior.
3.2. Rainfall
3.3. Hailstorms
3.4. Dust and Sand
3.5. Insects
3.6. Other Aspects
3.6.1. Humidity
3.6.2. Sea Spray
4. Conclusions
- The operation of HAWTs in various hailstorm conditions and in environments with sea spray;
- The design and analysis of additional airfoils and HAWT blades, aiming to optimize their performance across hazard environmental conditions;
- Employing user-defined functions (UDFs) to introduce particles of varying shape and size, facilitating the study of multiphase flows;
- Investigating the impact of these multiphase flows in wind farms, specifically in conjunction with terrain; this case would necessitate significant computational power.
Funding
Data Availability Statement
Conflicts of Interest
References
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Author | Investigation Method | Airfoil Type | Main Conclusions |
---|---|---|---|
Seifert and Richert [53] | experimental | NACA 4415 | More ice on the LE led to worse aerodynamic characteristics. |
AEP dropped by 6% to 19% for a 300 kW turbine. | |||
Jasinski et al. [54] | experimental | S809 | The 450 kW rated power rotor with variable speed and pitch had about a 20% decrease in performance. |
numerical | The stall-regulated rotor experienced higher performance losses even with a small amount of ice. | ||
Hochart et al. [55] | experimental | NACA 63-415 | Reduced lift by 40% in both icing events. |
Increased drag by 365% for glaze and 250% for rime ice. | |||
Zhao et al. [56] | theoretical | S830 | Icing creates an unbalanced mass, causing vibrations at the power frequency of HAWT. |
experimental | Decreased power output of about 50% and power frequency vibrations are signs of icing. | ||
Homola et al. [57] | numerical | NACA 64-618 | Horn-shaped glazed ice led to a more significant reduction in lift than streamlined rime ice. |
Accurate measurement of atmospheric conditions during icing events is crucial to estimate energy production losses, considering ice shape and type. | |||
Villalpando et al. [58] | numerical | NACA 63-415 | The ice on the airfoil increases the minimum pressure coefficient value, reducing the suction effect on the airfoil. |
Turkia et al. [30] | numerical | NACA 64-618 | In the early stages of ice formation, power production decreased by about 17% below rated wind speed. |
As more ice accumulated, the reduction increased to 18% for a brief icing event and 24% for a prolonged one. | |||
Hudecz et al. [59] | experimental | NACA 64-618 | Mixed ice had the biggest impact on reducing lift, while rime ice had the smallest. |
numerical | Within the first hour of ice formation, there was a noticeable decrease in lift and a loss in power production. | ||
Hu et al. [60] | numerical | S809 | Ice mass and thickness increase linearly from the root to the tip of the blade. |
Both asymmetric and symmetric icing reduce rotor thrust force and blade root moments. | |||
Asymmetric icing on the low-speed shaft can cause an extra shear force imbalance. | |||
This asymmetric load can lead to higher levels of blade fatigue damage by up to 97.6% and tower damage by up to 70.8%. | |||
Virk et al. [61] | numerical | NACA 63-215 | The decrease in torque is more significant for smaller turbines, supporting the hypothesis that dry rime icing affects them more than larger turbines. |
NACA 63-417 | |||
NACA 63-416 | |||
Han et al. [62] | numerical | NACA 64-618 | The airfoil’s shape changed due to ice, causing a 37% decrease in lift and a 550% increase in drag. |
Ice on the blade tip’s LE reduced HAWT performance by about 8–29%. | |||
Ibrahim et al. [43] | numerical | S809 | Ice accumulation reduces lift coefficient by 10–65%, depending on the ice shape. |
Jin and Virk [63] | numerical | NACA 0012 | The airfoil’s shape and dimensions affect ice formation. |
NACA 23012 | For the symmetric airfoil, streamlined ice formations were seen, while the asymmetric one had different structures. | ||
Jin and Virk [64] | DU96-W-180 | Glaze ice led to more complex formations that affected aerodynamic characteristics more than rime ice. | |
Jin and Virk [65] | S826 | Aerodynamic characteristics deteriorated more with glaze ice, especially at higher AOAs. | |
S832s | The S832 airfoil showed significant changes, especially with wet ice. | ||
Yirtici et al. [66] | numerical | NACA 64-618 | Icing causes a power loss of 24%. |
S809 | |||
Yirtici et al. [67] | S809 | The estimated quantities of rime and glaze ice, and the maximum ice thickness, exhibit variances ranging from 3% to 25% when compared to experimental data. | |
DU93-W210 | |||
Yirtici et al. [68] | numerical | NACA 23012 | During exposure to icing conditions for an hour, there is a reduction in power of around 20%. |
NACA 0012 | |||
DU93-W210 | |||
Gao et al. [69] | experimental | DU91-W2-250 | Ice formed quickly on the blade, disrupting airflow and causing flow separations and vortex shedding, negatively affecting the blade’s aerodynamic characteristics. |
The degree of degradation depended on the blade’s AOA, with greater deterioration at lower angles. | |||
At a 5.0° AOA, lift force decreased to about 12% of the initial value after 10 min, while drag force increased by a factor of 4.5. | |||
Jiang and Qiu [70] | numerical | NACA 0012 | Icing affects airflow around the airfoil, causing flow separation vortex. |
Clear ice is more harmful than frost ice. | |||
Icing can lead to up to 4.8% power loss in HAWT. | |||
Martini et al. [71] | numerical | NACA 64-618 | The airfoil studied is a specific airfoil employed in the blades of the NREL 5 MW reference HAWT. |
Iced airfoils experienced higher drag and lower lift. | |||
The k-ω SST model was more effective for the iced airfoil, while the Spalart–Allmaras model had limitations at high AOAs but worked well at low angles. | |||
Surface roughness played a significant role in ice growth and should be considered when estimating the effects of icing on aerodynamic characteristics. | |||
Chitransh and Kaur [72] | numerical | NACA 4412 | The presence of ice on the airfoil significantly affects power generation by modifying the shape of the airfoil. |
Considerable reduction in the lift coefficient and an increase in the drag coefficient. | |||
Rotich and Kollár [73] | numerical | NACA 2412 | The lift-to-drag ratio reaches its peak shortly after ice accumulation begins for AOAs up to 10°. |
The ratio decreases significantly as the accretion time becomes longer. | |||
Yang et al. [74] | numerical | NACA64_A17 | Ice concentrated more on NACA64_A17 airfoil’s tip. |
DU21_A17 | Icing reduced lift coefficient by 34% and increased drag coefficient up to 200%. | ||
DU25_A17 | HAWT power production decreased by 17% with icing. |
Author | Investigation Method | HAWT | Main Conclusions |
---|---|---|---|
Virk et al. [75] | numerical | NREL 5 MW | Ice formation exhibited lower severity close to the blade root. |
The growth of ice varied along the blade, with a greater presence of ice observed towards the tip. | |||
Barber et al. [76] | experimental | ETH Zurich subscale model | Ice reduces power coefficient by up to 22% and AEP by up to 17% for severe icing. |
numerical | Blade tip icing has the greatest impact, while high-altitude icing has less impact than lower-altitude icing on AEP. | ||
Homola et al. [77] | numerical | NREL 5 MW | A 27% decrease in power production for wind speeds 7–11 m/s. |
Modeling can help estimate icing effects and find ways to reduce them. | |||
Homola et al. [78] | numerical | NREL 5 MW | Reduction in power production by 27% for wind speeds ranging from 7 m/s to 11 m/s, Adjusting the turbine controller can improve power production with iced blades. |
Dimitrova et al. [79] | numerical | Vestas V80 1.8 MW | Aerodynamic characteristics decline with light icing, causing up to 30% loss in lift coefficient and a maximum increase of 140% in drag coefficient. |
This leads to a 3.4% power loss and <1% decrease in AEP. | |||
Lamraoui et al. [80] | numerical | Vestas V80 1.8 MW | Both glaze and rime ice on the blade affect power. |
Outer section from r/R = 0.8 significantly affects aerodynamics. | |||
Freezing fraction is non-uniform, with rime ice close to the root and glaze ice towards the tip. | |||
Major power reduction occurs around r/R ~ [0.93 0.96] with a maximum reduction of 40%. | |||
Ice shape has a bigger local impact than thickness, but blade-wide, thickness matters most for power loss, regardless of ice type. | |||
Etemaddar et al. [81] | numerical | NREL 5 MW | In the linear region of the lift curve, ice-induced performance degradation mainly occurs due to higher drag coefficient. |
At high AOAs, the differences between the lift coefficients of iced and clean rotors become more pronounced, while the differences in drag coefficients decrease. | |||
During icing, nearly 50% less power is produced at cut-in wind speed, and as wind speed increases, the difference diminishes. | |||
Myong [82] | numerical | NREL 5 MW | Many aircraft icing features can be applied to icing on HAWTs. |
Ice thickness grows from the base to the tip of the blade. | |||
Ice on the blade reduces power coefficients at all tip speeds. | |||
Reid et al. [83] | numerical | NREL phase VI | Some icing conditions showed power losses over 60%. |
Simulations with rime ice had less power losses than glaze ice. | |||
Glaze ice at the largest droplet size caused the greatest performance decline due to thicker ice and a larger contaminated area. | |||
Shu et al. [84] | experimental | Small HAWT (with blade radius 0.5 m) | The presence of ice slows down the turbine and reduces its power. |
Ice builds up more at the front edge and increases from the base to the tip of the turbine. | |||
As the speed decreases, the ice shifts to the other side. | |||
Higher wind and lower temperature make ice less effective but do not change its shape. | |||
Ice load affects small HAWTs more than changes in aerodynamics. | |||
Shu et al. [85] | experimental | 300 kW HAWT (with blade radius 14.6 m) | Power output decreases as wind speed increases and ice thickness at the blade tip grows. |
Irregular and coarse ice formations have a more negative impact on power performance. | |||
Iced rotors experience a noticeable decrease in rotor speed as ice thickness increases. | |||
In icing conditions, power and moment coefficients decline more as ice thickness increases, at the same TSR. | |||
Maximum power and moment coefficients in icing conditions occur at lower TSRs. | |||
An hour of icing leads to a power loss of approximately 31.8% for wind speeds 6–7 m/s. | |||
Shu et al. [86] | numerical | 300 kW HAWT (with blade radius 14.6 m) | Computational and experimental results show agreement for clean and rime-iced rotors at rated wind speed, but overestimate for glaze-iced rotors at high wind speed. |
Higher wind speed reduces rotor speed and power output when icing occurs. | |||
Ice shapes primarily impact pressure distribution at the airfoil’s front edge, decreasing normal and tangential forces, causing stall at the same wind speed and increased flow separation, especially with glaze ice. | |||
Zanon et al. [87] | numerical | NREL 5 MW | By lowering the turbine’s rotational speed during icing, the performance can increase by up to 6% once normal operation resumes. |
Maintaining the speed during icing can lead to a 3% decrease in performance compared to the baseline. | |||
Tabatabaei et al. [88] | numerical | NREL 5 MW | The BEM method agrees closely with the 3D CFD results for the clean blade (4% deviation) but underestimates the total power for the iced blade by 28%. |
The 3D CFD predicts a 32% loss in extracted power due to ice, mainly when the ice horn height is over 8% of the chord length. | |||
Caccia and Guardone [89] | numerical | NREL 5 MW | When the ice shape is complex, roughness can greatly affect the aerodynamics of an iced area if the roughness is significant enough. |
In the high-roughness case, there was a 50% higher power loss compared to the low-roughness case. | |||
Yirtici and Tuncer [90] | numerical | Aeolos-H | The optimization of HAWT blades reduced losses by about 4% for Aeolos-H turbine and 1% for NREL 5 MW. |
NREL 5 MW |
Author | Investigation Method | HAWT or Airfoil Type | Main Conclusions |
---|---|---|---|
Corrigan and Demiglio [105] | experimental | two-bladed Mod-0 HAWT | Light rainfall caused up to a 20% decrease, while heavy rainfall caused up to a 30% decrease in aerodynamic performance. |
When snow mixed with drizzle, performance dropped by as much as 36% in low winds. | |||
A 31% performance loss occurs in high winds with moderate rainfall, which aligned with the experimental data. | |||
Luers [108] | theoretical | two-bladed Mod-0 HAWT | A 25% power loss occurs at a wind speed of 10 m/s and a rain rate of 50 mm/h. |
Even under lighter rain and lower wind speeds, noticeable performance issues are seen. | |||
The decrease in performance is due to the roughness caused by raindrops and the waviness of the water film on the HAWT’s blades. | |||
Cai et al. [109] | numerical | S809 airfoil | They observed water forming on the airfoil and estimated how it affected performance. |
Heavy rain can significantly degrade the airfoil’s performance. | |||
Douvi and Margaris [110] | numerical | NACA 0012 airfoil | Heavy rain affects airfoil performance, reducing lift and increasing drag, due to water film formation on the airfoil’s surface and impact-induced cratering from raindrops. |
The degradation is more significant at higher AOAs. | |||
Droplets break up near areas with severe pressure gradients, creating an “ejecta fog” near the airfoil and causing water streams to flow from the TE. | |||
Douvi et al. [92,94] | numerical | NACA 0012 airfoil | Increasing LWC degrades aerodynamic characteristics, especially up to stall angle. |
Rainfall delays stall onset. Larger droplets break up more in areas with pressure gradients near the airfoil. | |||
Higher LWC increases water film thickness on the upper airfoil surface. | |||
The maximum water film height near TE occurs at 0° angle, shifting towards LE at higher angles. | |||
With higher AOAs, less water accumulates on the upper surface. | |||
Rivulet formation point on upper surface moves from TE to LE with increasing AOA. | |||
Cohan and Arastoopour [111] | numerical | S809 airfoil | At low rainfall rates, the airfoil’s performance is affected by rainfall. |
When the rainfall rate is enough to form a water film on the airfoil surface, further increases in rainfall do not significantly affect performance. | |||
Higher rainfall rates increase the lift coefficient, but are also detrimental to the drag coefficient. | |||
Arastoopour and Cohan [112] | numerical | S809 airfoil | Increasing the AOA in the airfoil simulation increased the lift coefficient but also resulted in a higher drag coefficient. |
NREL Phase VI HAWT | Rain film accumulation and flow on the airfoil surface reduced power output by up to 25% at a wind speed of 7 m/s and a rainfall rate of 40 mm/h. | ||
Wu et al. [113,114] | numerical | NREL 5 MW | The results show that rain affects the HAWT differently at the blade tip and root. |
Rain intensity increases the impact. | |||
Empirical formulae describe the relationship between wind speed, rotation speed, rain intensity, and the load caused by rain. | |||
Barfknecht et al. [18] | numerical | IEA 15 MW and NREL 5 MW offshore HAWTs | The IEA 15 MW turbine had higher erosion-related performance loss at lower wind speeds compared to the NREL 5 MW turbine. |
Turbine design had little sensitivity to the Erosion-Safe Mode break-even point. | |||
Anh and Duc [115] | numerical | --- | The wetness on turbine blades correlates with the impact force of rain. |
The optimum wind speed reduces both the impact force and power loss. | |||
Larger raindrops lower power output and affect blade rotation. | |||
Anh and Duc [116] | numerical | --- | Optimal wetness levels based on the blade shape were determined. |
Pitch angles should decrease when wind speed exceeds a set threshold during rain. | |||
The power output reduced under rainfall of about 7%, for wind speeds 8–12 m/s. | |||
Douvi et al. [117] | numerical | Optimized three-bladed HAWT, with blades constructed by NACA 4418 airfoil | Rain has a detrimental impact on HAWT aerodynamics, causing a decrease in power coefficient as raindrop size and LWC increase. |
Significant reductions in aerodynamic efficiency were observed, with declines of 11.84%, 16.87%, and 23.9% for rain densities of 10 g/m3, 30 g/m3, and 60 g/m3, respectively. | |||
The thickest water film accumulated near the hub, where the blade chord is longest, while less water collected near the blade tip due to centrifugal force. | |||
Under rainfall with an LWC of 30 g/m3, power coefficient reductions of 15.33%, 16.87%, and 17.99% occurred for raindrop diameters of 0.5 mm, 1 mm, and 2 mm, respectively. |
Author | Investigation Method | HAWT or Airfoil Type | Main Conclusions |
---|---|---|---|
Fiore et al. [122] | numerical | DU 97-W-300 airfoil DU 96-W-212 airfoil DU 96-W-180 airfoil | Thinner airfoil sections captured more raindrops and hailstones. |
Hailstones generated significant impact forces at the blade’s LE due to their trajectory angle. | |||
Raindrops were more influenced by the blade’s flow field and AOA, affecting their impact force. | |||
Raindrop erosion rate correlated with the cube of the blade’s relative wind velocity, while impact force followed a power-law relationship with wind velocity squared. | |||
Douvi et al. [123] | numerical | S809 airfoil | Hailstorms significantly affect airfoil aerodynamics, leading to decreased lift coefficients (up to 2.3%) and increased drag coefficients (up to 7.7%) compared to normal airflow. |
These effects were particularly notable at the airfoil’s TE and LE. | |||
Douvi et al. [124] | numerical | NACA 0012 airfoil | Hailstones and water droplets impacting the airfoils fragmented into smaller particles, and shadow zones were observed. |
Increasing the AOA resulted in a wider distribution of smaller hailstones on the airfoil’s upper surface and a higher concentration on the lower surface. | |||
The power coefficient prediction for a three-bladed HAWT indicated a decrease during hailstorm conditions. | |||
Douvi and Douvi [125] | numerical | S809 airfoil | The airfoil’s upper surface near the LE consistently had the highest wall film height, suggesting that particle accumulation contributes to airfoil aerodynamic deterioration, especially at the LE. |
The shape of wall film curves implies the water film’s wavy shape on the airfoils. | |||
Increasing the AOA led to reduced water accumulation on the upper surface and more on the lower surface of the airfoil. | |||
Decrease in power coefficient of a three-bladed HAWT using the S809 airfoil profile during hailstorm conditions, ranging from 0.87% to 1.35%, across different TSRs. | |||
Douvi et al. [126] | numerical | Optimized three-bladed HAWT with blades constructed by S809 airfoil | The turbine’s power decreases by 6.4% at a wind speed of 10 m/s and by 3.0% at 15 m/s under hailstorm conditions. |
Hailstorms create rings of varying speeds and diameters in the wake, weakening the wake. | |||
Particles are concentrated on the pressure side and mainly on 50% of the blade near the hub. | |||
With increased air velocity, particles move closer to the hub and appear on the upper surface, causing erosion. |
Author | Investigation Method | HAWT or Airfoil Type | Main Conclusions |
---|---|---|---|
Khalfallah and Koliub [127] | experimental | Nordtank 300 kW HAWT | The impact of dust on HAWTs depends on rotor speed, specifications, nacelle height, power regulation, and wind farm site conditions. |
Khakpour et al. [128] | numerical | S819 airfoil | Introducing sand reduces airfoil pressure, lowering drag. |
Fine sand particles have a stronger effect than coarse particles. | |||
Lift remains mostly unaffected by sand, except at high AOAs. | |||
Small particles erode the most at high AOA, while coarse particles erode the most at 0°. | |||
Increasing particle mass flow rate lowers pressure coefficient in the downstream region. | |||
Ren and Ou [130] | numerical | NACA 63-430 airfoil | HAWT blade performance is greatly influenced by small roughness height. |
Roughness located in the front 50% of the chord length significantly affects performance. | |||
The lift coefficient reduces by up to 30%, depending on roughness locations. | |||
It is recommended to clean the blades every 3 months if there is no rain. | |||
Li et al. [131] | numerical | DU 95-W-180 airfoil | For a smooth surface with roughness heights up to 0.5 mm, the lift coefficient increased, while the drag coefficient decreased significantly. |
For roughness heights greater than 0.7 mm, the changes in aerodynamic coefficients were more gradual. | |||
Salem et al. [132] | numerical | NACA 63-215 airfoil | Their findings aligned with Ren and Ou [130] and Li et al. [131]. |
Roughness leads to an early shift to turbulent boundary layer. | |||
Wu et al. [133] | numerical | FFA-W3-211 airfoil | The rough areas on the airfoil surface were at the suction site (53% and 92% from the chord line towards the LE) and the pressure site (44% and 88% distances). |
These rough areas caused a delay in the transition point. | |||
Fiore and Selig [134,135] | numerical | 1.5 MW HAWT blade, constructed by DU 97-W-300, DU 96-W-212 and DU 96-W-180 airfoils along the blade | The blade sections where particles hit depend on the type of airfoil, AOA, freestream velocity, and particles themselves. |
Sand particles mostly collide near the blade’s front edge, causing the highest erosion rate on the low-pressure side. | |||
At a radial position of r/R = 0.75, the erosion rate increased tenfold compared to the inboard section at r/R = 0.35. | |||
Steep impact angles were seen near the front edge, minimizing erosion. | |||
Moving slightly downstream, the erosion rate reached its maximum. | |||
Fiore and Selig [136] | numerical | DU 96-W-180, DU 96-W-212, and DU 96-W-250 airfoils | The erosion from sand impacts creates two peaks on the blade surface, which can shift due to AOA, particle size, and inlet velocity. |
A rounded upper edge helps the erosion peak move downstream, while a flat inclined lower edge causes particles to slow down, resulting in impacts at nearly perpendicular angles. | |||
Fiore and Selig [137] | numerical | DU 96-W-180, S804, S810, S813, S817, S820, S821, S828, and S832 airfoils | The sand particle diameter affects the blade’s lifespan. Larger diameters decrease lifespan. |
Higher lift coefficients and turbine hub heights increase lifespan. | |||
Airfoils with bulbous and rounded LEs, as well as moderately aft-cambered airfoils, have the longest observed lifespans. | |||
Diab et al. [138] | numerical | various types of airfoils | HAWT airfoils designed to be highly resistant to surface contamination perform better in dusty conditions. |
Adding an LE slat can reduce the negative impact of dust, avoiding frequent cleaning. | |||
Srinivasan and Surasani [139] | numerical | S814 and S826 airfoils | The transition model accurately predicts flow over clean airfoils, while the fully turbulent model represents surface-fouled conditions better. |
The Reynold’s number does not significantly affect aerodynamic characteristics for either airfoil when comparing normal and fouled conditions. | |||
S826 airfoil shows better resistance to performance degradation due to surface fouling than S814 airfoil. | |||
Jafari et al. [140] | numerical | E387 airfoil and a turbine blade | Applying roughness only on the pressure side of the airfoil improves the lift coefficient by 8.62% compared to a rough surface and by 1.2% compared to a smooth surface. |
Roughness on the pressure side has a smaller negative impact on the lift coefficient compared to roughness on the suction side or both sides. | |||
Zidane et al. [141] | numerical | NACA 63-415 airfoil | Lift coefficient can decrease by 28% during sandstorm conditions. |
Han et al. [142] | numerical | NACA 64-618 airfoil | Blades with sand on their LE had 27% less lift and 159% more drag. |
Eroded blades at the LE had 53% less lift and 314% more drag. | |||
The impact was worse at high angles (10° and above) and the damaged area was wider at the LE. | |||
Energy production dropped by 2% to 3.7%, depending on the level of damage at the LE. | |||
Chen and Agarwal [143] | numerical | S809 and S814 airfoils | 10% dust concentration caused more severe power degradation for HAWTs. |
Guo et al. [144] | numerical | S809, NH6 MW25 and NACA 0012 airfoils | When flow separation happens, the performance degradation worsens due to more extensive separation caused by particles. |
Unlike the NACA 0012 airfoil, the other two airfoils have a specific AOA in the light stall region that is highly influenced by particles. | |||
For the S809 airfoil, the most sensitive AOA is about 3° higher than the angle for maximum lift-to-drag ratio. | |||
ElMessiry et al. [145] | numerical | same airfoils with Diab et al. [138] | Most airfoils experienced a significant 40% decrease in lift. |
The DU 84-132V3 airfoil performed well under clean conditions, but its performance was uncertain in dusty environments due to changes in the airfoil’s geometry. | |||
The NACA 63-215 airfoil was the least affected by dust accumulation and maintained good performance at different AOAs with only a minor decrease. | |||
Douvi et al. [146,147] | numerical | S809 airfoil | Increasing the AOA and sand particle concentration degrades the performance of a three-bladed HAWT, regardless of Re. |
The power coefficient decreases due to sand particles, influenced by blade twist angle and particle concentration in the airflow. | |||
Douvi et al. [148,149] | numerical | NACA 0012 airfoil | Sand particles tend to accumulate on the upper surface and from the LE to the central area of the lower surface, especially at small AOAs. |
With higher AOAs, particle concentration narrows to a smaller section of the airfoil. | |||
Douvi et al. [150] | numerical | Optimized three-bladed HAWT, constructed by S809 airfoil blades | The power output of the HAWT decreases by 1.24% to 9.04% depending on conditions. |
As sand particle concentration in the air increases, the wake becomes weaker and minimum velocity decreases. | |||
Sand particles tend to gather more at the hub, and as concentration and wind speed rise, the particles on the rotor become more abundant. | |||
Approaching the hub, particles gather over a larger area on the pressure surface, negatively impacting power production. | |||
The areas with the highest sand dissipation rate correlate with the highest erosion rate. | |||
Zare et al. [152] | numerical | NREL Phase VI HAWT | The HAWT’s performance decreases in dusty conditions, especially when it is in a post-stall state and for particle diameters > 0.1 mm. |
The average power generated decreases by 4.3% and 13.3% for particles with diameters of 0.05 mm and 0.9 mm, respectively. | |||
Particles significantly change the flow, reducing the pressure difference between the blade’s suction and pressure sides, increasing the separation of the boundary layer, and strengthening recirculation zones. |
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Douvi, E.; Douvi, D. Aerodynamic Characteristics of Wind Turbines Operating under Hazard Environmental Conditions: A Review. Energies 2023, 16, 7681. https://doi.org/10.3390/en16227681
Douvi E, Douvi D. Aerodynamic Characteristics of Wind Turbines Operating under Hazard Environmental Conditions: A Review. Energies. 2023; 16(22):7681. https://doi.org/10.3390/en16227681
Chicago/Turabian StyleDouvi, Eleni, and Dimitra Douvi. 2023. "Aerodynamic Characteristics of Wind Turbines Operating under Hazard Environmental Conditions: A Review" Energies 16, no. 22: 7681. https://doi.org/10.3390/en16227681
APA StyleDouvi, E., & Douvi, D. (2023). Aerodynamic Characteristics of Wind Turbines Operating under Hazard Environmental Conditions: A Review. Energies, 16(22), 7681. https://doi.org/10.3390/en16227681