The increased implementation of smart grid technologies
in the power distribution grid presents unique opportunities
that enable resiliency, but also brings challenges
motivating needs for novel solutions and mitigation techniques.
The bi-directional power and data flow allow for the grid to
operate with increased resiliency, which is the ability to avoid
discontinuity of service to end-use loads during extreme events.
However, in applications where control of the distribution grid
or microgrid relies on communication networks, the degradation
of communication systems in the form of loss or high latency can
cause maloperation and result in loss of end-use loads. This paper
presents a novel framework to enable delay tolerance of centralized
microgrid control schemes to mitigate communication system
latency impacts and guarantee successful control action. We
demonstrate the delay tolerance on a control scheme that operates
a battery energy storage system (BESS) to offset the sudden loss
of generation and maintain system frequency. During periods
of severely degraded communication system performance, the
proposed delay-tolerant algorithm compensates for the latency
by utilizing a data-driven model generated at the device level
using dynamic mode decomposition (DMD) to determine the performance
of the communications. The DMD technique predicts
the system’s frequency using device-level terminal measurements
and provides updated control signals. The HELICS cosimulation
platform evaluates the cyber-physical interaction of the power
system model in GridLAB-D, the centralized control agent in
Python, and the discrete network model in NS-3. The framework
is tested and validated on the IEEE-123 node system modified to
represent a networked remote microgrid model, and the results
show an improvement in the dynamic performance
Published: February 15, 2024
Citation
Kandaperumal G., K.P. Schneider, and A.K. Srivastava. 2022.A Data-Driven Algorithm for Enabling Delay Tolerance in Resilient Microgrid Controls Using Dynamic Mode Decomposition.IEEE Transactions on Smart Grid 13, no. 4:2500 - 2510.PNNL-SA-166404.doi:10.1109/TSG.2022.3167436