
Design of Power Quality Optimization Scheme for Wind Farms
Voltage Fluctuations & Flicker
Sudden wind speed changes → Power fluctuations → Bus voltage variations (especially in weak grids)
Harmonics & Interharmonics
Converter switching frequencies (2-6kHz) generate characteristic harmonics (e.g., 5th, 7th, 11th, 13th)
Tower shadow effect causing low-frequency interharmonics (<100Hz)
Voltage Sag/Swell
Grid faults or large turbine start/stop events
Reactive Power Fluctuations
Variations in absorbed/delivered reactive power due to control strategies
Technical Measures
Full-Scale Converter (Permanent Magnet Direct-Drive)
Principle: Decouples turbine and grid via back-to-back converters, suppressing torque-ripple-induced power fluctuations
Harmonic Control: LCL filter + PWM optimization (e.g., SVPWM)
Dynamic Reactive Power Support
Principle: Reserve 10-15% reactive capacity; response time <20ms (superior to traditional SVG)
Technical Measures
SVG (Static Var Generator) at Bus
Principle: Real-time detection of ΔQ at PCC, injects counteractive reactive power via IGBT inverters (response ≤5ms)
Capacity Design: 20-30% of total wind capacity (e.g., 20Mvar SVG for 100MW farm)
Principle: Sample harmonics → generate compensating currents → cancel harmonics (THD reduced from 8% to <3%)
Key Targets: Characteristic harmonics (e.g., 6k±1 orders) & interharmonics
Technical Measures
Hybrid STATCOM + Energy Storage
Principle:
STATCOM provides fast reactive support (±1.5pu capability)
Li-ion storage smoothes power fluctuations (time constant: seconds-minutes)
Case Study: 5% wind capacity storage (e.g., 50MW/25MWh) reduces voltage fluctuations by 40%
Harmonic Resonance Suppression
Principle: Auto-tuned C-type filter banks avoid resonance points (e.g., 11th/13th)
Design Criteria:
Q = \frac{1}{R}\sqrt{\frac{L}{C}}Q=R1CL (Q=30-50 to avoid over-sharpness)
f_{res} = \frac{1}{2\pi\sqrt{LC}}fres=2πLC1 (avoid 2.5-3.5kHz range)
Technical Measures
DVR (Dynamic Voltage Restorer)
Principle: Series-injected compensation voltage stabilizes sensitive equipment (handles sags ≤0.5s)
Key Parameters: 60% compensation depth; supercapacitor energy source
Zero-Sequence Harmonic Blocking Transformer
Principle: Zig-Zag winding provides high impedance to 3rd harmonics (suppresses zero-sequence components)
Voltage Fluctuation Suppression
\Delta V\% \approx \frac{\Delta Q \cdot X_{grid}}{V_{nom}^2} \times 100\%ΔV%≈Vnom2ΔQ⋅Xgrid×100%
SVG compensates ΔQ in real-time to minimize grid reactance (X_grid) effects
Harmonic Cancellation Model
APF compensation current generation:
i_c(t) = -\sum_{h=2}^{50} I_h \sin(2\pi h f t + \phi_h)ic(t)=−∑h=250Ihsin(2πhft+ϕh)
FFT decomposes harmonics; IGBT outputs precise phase-inverted currents
Interharmonic Mitigation
Enhanced PLL (DDSRF-PLL) for accurate fundamental frequency tracking
Band-stop filter center frequency:
f_{center} = f_{blade} \times N_{blades}fcenter=fblade×Nblades (blade-passing frequency)
Parameter | Pre-Mitigation | Post-Mitigation | Standard |
---|---|---|---|
Voltage Fluct. | ≤5% | ≤2% | IEC 61400-21 |
THD | 6-8% | <3% | IEEE 519 |
Flicker (Pst) | 1.2-1.5 | <0.8 | IEC 61000-4-15 |
Reactive Resp. | 200ms | <20ms | GB/T 19963 |
Wide-Bandgap Devices: SiC converters (>10kHz switching) reduce filter size by 40%
Digital Twin System: SCADA-based prediction model adjusts compensation 15s ahead
Grid-Forming Converters: Simulate synchronous machine inertia for weak-grid stability
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