  An LCL filter offers superior attenuation for high-frequency harmonics for
three-phase grid-following inverters compared to LC and L filters. However, it
also introduces an inherent resonance peak, which can lead to power quality
issues or even instability of the inverter control system. Active damping (AD)
is widely employed to effectively mitigate this resonance. Capacitor voltage
feedback (CVF) and capacitor current feedback (CCF) are effective AD methods
for LCL resonance damping. CVF is preferred due to its lower sensor requirement
compared to CCF. However, a derivative term appears in the active damping loop,
which introduces high-frequency noise into the system. This paper proposes a
noise-immune approach by replacing the derivative term with a discrete function
suitable for digital implementation. The LCL resonance can be damped
effectively, resulting in enhanced stability of the inverter control system.
Simulation results verify the proposed effectiveness of the method with grid
inductance variation and weak grid conditions
