Dynamic Stability of a Microgrid With an Active Load
File(s)Microgrid_Three_Wire_v2.slx (89.74 KB)
Supporting information
Author(s)
Bottrell, N
Prodanovic, M
Green, TC
Type
Journal Article
Abstract
Rectifiers and voltage regulators acting as constant power loads form an important part of a
microgrid’s total load. In simplified form, they present a negative incremental resistance and beyond
that, they have control loop dynamics in a similar frequency range to the inverters that may supply a
microgrid. Either of these features may lead to a degradation of small-signal damping. It is known that
droop control constants need to be chosen with regard to damping, even with simple impedance loads.
Actively controlled rectifiers have been modelled in non-linear state-space form, linearised around an
operating point, and joined to network and inverter models. Participation analysis of the eigenvalues of
the combined system identified that the low-frequency modes are associated with the voltage controller
of the active rectifier and the droop-controllers of the inverters. The analysis also reveals that when
the active load DC-voltage controller is designed with large gains, the voltage controller of the inverter
becomes unstable. This dependency has been verified by observing the response of an experimental
microgrid to step changes in power demand. Achieving a well-damped response with a conservative
stability margin does not compromise normal active rectifier design, but notice should be taken of the
inverter-rectifier interaction identified.
microgrid’s total load. In simplified form, they present a negative incremental resistance and beyond
that, they have control loop dynamics in a similar frequency range to the inverters that may supply a
microgrid. Either of these features may lead to a degradation of small-signal damping. It is known that
droop control constants need to be chosen with regard to damping, even with simple impedance loads.
Actively controlled rectifiers have been modelled in non-linear state-space form, linearised around an
operating point, and joined to network and inverter models. Participation analysis of the eigenvalues of
the combined system identified that the low-frequency modes are associated with the voltage controller
of the active rectifier and the droop-controllers of the inverters. The analysis also reveals that when
the active load DC-voltage controller is designed with large gains, the voltage controller of the inverter
becomes unstable. This dependency has been verified by observing the response of an experimental
microgrid to step changes in power demand. Achieving a well-damped response with a conservative
stability margin does not compromise normal active rectifier design, but notice should be taken of the
inverter-rectifier interaction identified.
Date Issued
2013-11-01
Date Acceptance
2013-01-03
Citation
IEEE Transactions on Power Electronics, 2013, 28 (11), pp.5107-5119
ISSN
1941-0107
Publisher
IEEE
Start Page
5107
End Page
5119
Journal / Book Title
IEEE Transactions on Power Electronics
Volume
28
Issue
11
Copyright Statement
© 2013 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for all other uses, in any current or future media, including reprinting/republishing this material for advertising or promotional purposes, creating new collective works, for resale or redistribution to servers or lists, or reuse of any copyrighted component of this work in other works.
Subjects
Science & Technology
Technology
Engineering, Electrical & Electronic
Engineering
ENGINEERING, ELECTRICAL & ELECTRONIC
Active loads
constant power loads (CPLs)
inverters
microgrids (MGs)
rectifiers
small-signal stability
CONSTANT POWER LOADS
PARALLEL-CONNECTED INVERTERS
VOLTAGE-SOURCE INVERTERS
SMALL-SIGNAL STABILITY
AC SUPPLY-SYSTEMS
DISTRIBUTED GENERATION
DROOP CONTROL
ELECTRONIC CONVERTERS
ROBUST-CONTROL
OPERATION
Publication Status
Published