IP Library Granted Patent US 11,368,114
Granted Patent B2
US 11,368,114 · App. 16/630,407 · Granted Jun 21, 2022

Adaptive inertia control method of IIDG based on VSG

Inventors: Wentao Huang (Shanghai, CN); Meiyi Li (Shanghai, CN); Nengling Tai (Shanghai, CN); Xiaodong Zheng (Shanghai, CN)
Assignee: SHANGHAI JIAOTONG UNIVERSITY
H02P9/105G05B13/041H02P9/42H02P2103/20
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Quick Facts
Patent No.
US 11,368,114
App. No.
16/630,407
Granted
Jun 21, 2022
Kind
B2
Abstract

The invention provides an adaptive inertial control method based on IIDG (Inverter Interfaced Distributed Generator) of a virtual synchronous motor. By building an adaptive virtual inertia and IIDG output frequency model, the adaptive control sensitive factor is selected from a model according to the virtual synchronous motor dynamic response features; the adaptive inertial upper and lower limits are selected from a model according to the energy storage configuration constraint; the IIDG optimization control strategy is obtained. The control on the grid-connected inverter distributive power supply can be realized, so that the IIDG output is more stable; the interference on the system can be well handled; meanwhile, the characteristics of small overshoot and fast response are realized; the ultra-high dynamic features are realized.

Claims (94)

1. A method for controlling an adaptive inertia of IIDG (Inverter-Inter-faced Distributed Generator) based on VSG (Virtual Synchronous Generator), comprising establishing a model of adaptive virtual inertia and IIDG output frequency, and selecting a sensitivity factor from a model based on dynamic response characteristics of the VSG, then, selecting upper and lower limits of an adaptive inertia from a model based on energy storage configuration constraints, and obtaining an optimal control strategy of IIDG;

said model of adaptive virtual inertia and IIDG output frequency is specifically described as follows:

H

=

H

h

k

a

2

(

ω

-

ω

ref

)

2

+

H

0

k

a

2

(

ω

-

ω

ref

)

2

+

1

,

wherein, k a is the sensitivity factor, H 0 is IIDG's rated virtual inertia; when ω=ω ref , the virtual inertia H=H 0 ; when |ω−ω ref |→∞, the virtual inertia H is H=H h .

2. The method according to claim 1 , wherein for the sensitivity factor: increasing response speed when a larger k a is adopted that ensures to reset control parameters and to avoid delay; keeping the control parameters at a constant state if a smaller k a is adopted which avoids disturbances.

3. The method according to claim 1 , wherein one tenth of allowable value Δf p of the sensitivity factor is set as a boundary of a response sensitivity range, and the sensitivity factor is

k

a

=

1

2

π

×

0.1

Δ

f

p

.

4. The method according to claim 1 , wherein for the upper and lower limits of the adaptive inertia: the virtual inertia H is a parameter that is adjusted in real time along with ω, and there is an regulation range in the change process, wherein H h is an upper limit of value range of H, H 0 is a lower limit of the value range of the virtual inertia H; the upper limit H h and the lower limit H 0 of H is created according to capacitive energy storage of IIDG or battery energy storage configuration constraint.

5. A system for implementing the method as described in claim 1 , comprising a VSG active-frequency (P-f) adaptive inertia control unit used for active and frequency regulation and a pulse width modulation control unit used for generating on-off signals for electronic power switch of an inverter, wherein, the active-frequency adaptive inertia control unit simulates swing equation of a synchronous generator and gives three-phase voltage phase δ of IIDG by introducing inertia characteristics and based on reference value P ref of active power with the adaptive inertia control method; the pulse width modulation control unit gives a three-phase modulation ratio m according to reference value E of three-phase voltage range and three-phase voltage phase δ combing real-time sampled voltage and current output by IIDG.

6. The system according to claim 5 , wherein the three-phase voltage phase δ is calculated by receiving P ref and ω ref output by the energy management layer and measuring P, ω and ω grid of an actual active power output; δ

2

H

d

ω

dt

=

P

ref

-

P

-

k

(

ω

-

ω

grid

)

+

1

D

(

ω

ref

-

ω

grid

)

,

wherein, H is the virtual inertia, P is the active power output by an inverter port under VSG control, k is a damping factor, ω is output radian frequency of IIDG, ω grid is common bus radian frequency and D is an active droop coefficient.

Assignments (1)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jan 10, 2020
From: HUANG, WENTAO; LI, MEIYI; TAI, NENGLING; ZHENG, XIAODONG
To: SHANGHAI JIAOTONG UNIVERSITY
Reel/Frame 051567/0259 →
Priority Claims (1)
CN 201810711691.4 · Jul 3, 2018 · national
Continuity (1)
Related Publication 20200144946A1 · May 7, 2020
Cited By (2)
US 12,199,433 US 12,210,366