2021
DOI: 10.3389/fenrg.2021.738857
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Cooperative Synthetic Inertia Control for Wind Farms Considering Frequency Regulation Capability

Abstract: To fully utilize the frequency regulation (FR) capability of wind turbines (WTs) and to avoid a secondary frequency drop caused by the rotor speed recovery, this paper firstly proposes an FR capability evaluation method for wind farms based on the principle of equal rotational kinetic energy of WTs, and analyses the essence of cooperative rotor speed recovery for WTs. Based on these, a cooperative synthetic inertia control (CSIC) for wind farms considering FR capability is proposed. By introducing the cooperat… Show more

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Cited by 7 publications
(6 citation statements)
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“…Equation ( 6) expresses the inertial response principle of an SG unit [30,31], where ∆T e , T m , and T e are the electromagnetic torque increment, mechanical torque, and electromagnetic torque of the SG, respectively, and H g represents the inertial time constant, f is the system frequency, ∆P e is the electromagnetic power increment, and superscript * indicates the per-unit value. Methods for controlling the virtual inertia of DFIG units include the P-D algorithm, curveshifting method, and FFR; among these, the frequency regulation characteristics of the P-D algorithm are most similar to those of SG units, as shown by Equation (7) [32]. However, the inertia coefficient k df and the droop coefficient k pf of the traditional P-D algorithm are usually fixed and cannot follow the wind speed or different frequency-regulated stages to produce changes.…”
Section: Quantization Of Virtual Inertia At the Dfig Levelmentioning
confidence: 99%
“…Equation ( 6) expresses the inertial response principle of an SG unit [30,31], where ∆T e , T m , and T e are the electromagnetic torque increment, mechanical torque, and electromagnetic torque of the SG, respectively, and H g represents the inertial time constant, f is the system frequency, ∆P e is the electromagnetic power increment, and superscript * indicates the per-unit value. Methods for controlling the virtual inertia of DFIG units include the P-D algorithm, curveshifting method, and FFR; among these, the frequency regulation characteristics of the P-D algorithm are most similar to those of SG units, as shown by Equation (7) [32]. However, the inertia coefficient k df and the droop coefficient k pf of the traditional P-D algorithm are usually fixed and cannot follow the wind speed or different frequency-regulated stages to produce changes.…”
Section: Quantization Of Virtual Inertia At the Dfig Levelmentioning
confidence: 99%
“…Fang et al (2017), Choi et al (2019) and Xuekuan et al (2021) proposed an adaptive emergency frequency control strategy for battery energy storage systems. Shi et al (2021) and Wei et al (2023) uses wind farms to support emergency frequency control of power systems. Changgang et al (2020) studies the method of adaptive load shedding in emergency frequency control.…”
Section: Introductionmentioning
confidence: 99%
“…This means that the high wind power penetration increases the possibility for activation the relays and inactivation of SFR. To solve this, additional defense plans should be deployed, e.g., interruptible loads, energy storage systems, and quickstarting generators (Eto et al, 2010;Shi et al, 2021); nevertheless, these plans require additional investments.…”
Section: Introductionmentioning
confidence: 99%