Reports 1-1 of 1 Clear search Modify search
MIF (ASC)
kentaro.komori - 1:50 Friday 06 February 2026 (36299) Print this report
First trial of high bandwidth control of DHARD Yaw

[Tanaka, Dan, Ushiba, Komori]

Abstract:

We attempted to implement a new filter to achieve high-bandwidth control of DHARD yaw, but have not succeeded yet.
As the next step, we will pursue a more moderate-bandwidth control scheme.

Details:

We began implementing a new filter to control DHARD yaw with a higher unity gain frequency (UGF).
This approach is expected to significantly reduce fluctuations in the arm transmission, which currently seem to be limited by TM yaw motion.

Based on the measured transfer function from DHARD yaw to the TM oplev signal (klog:36289), we designed a new filter consisting of ten zero–pole phase compensation stages.
The figure shows the estimated open-loop transfer function, with the UGF set to 4 Hz.

When we enabled DHARD yaw control using this new filter, an oscillation around 20 Hz occurred immediately, leading to lock loss.
To suppress this oscillation, we had to reduce the gain by a factor of approximately 3e3.
However, with such a low gain, the control was insufficient to drive the error signal to zero, even for a long period.
In addition, another oscillation appeared at approximately 80 mHz at this reduced gain, which also resulted in lock loss.

One possible cause of the high-frequency oscillation is coupling from other degrees of freedom.
The ten zero–pole phase compensation stages significantly amplify signals at high frequencies, which likely enhances such couplings.
Therefore, our next plan is to implement a moderate-bandwidth control scheme.
The target UGF will be between the second and third yaw resonances, approximately 2.5 Hz.

Images attached to this report
Comments to this report:
kentaro.komori - 3:40 Saturday 07 February 2026 (36313) Print this report

[Tanaka, Komori]

Abstract:

We are continuing the implementation of a new filter to enhance the unity gain frequency (UGF) of DHARD yaw.
Our next approach is to implement a moderate-bandwidth filter that controls only the first and second yaw resonances, while avoiding control of the third resonance.

Details:

In the first trial, we observed oscillations above 10 Hz immediately after enabling the new filter.
This is likely because the gain at high frequencies was too large due to the use of multiple phase compensation filters, causing amplified signals to couple into other degrees of freedom.
Therefore, we decided to abandon, for now, the strategy of controlling all three yaw resonances and instead focus on controlling only the first (0.3 Hz) and second (1.8 Hz) resonances.

We designed the openloop transfer function as shown in the figure.
Phase compensation was implemented using four zero–pole filters, and a notch filter was added to prevent the third resonance at 3.1 Hz from surpassing the unity gain.
When we enabled the new filter, we again encountered oscillations above 10 Hz on several occasions, so additional notch filters were implemented accordingly.

We have not yet successfully closed the DHARD yaw loop.
This is likely because the CHARD yaw loop is still using the conventional low-gain filter.
In the next step, we will apply the same new filter to CHARD yaw and attempt to close the {D, C}HARD yaw loops simultaneously using the new filter.

Images attached to this comment
kentaro.komori - 4:33 Tuesday 10 February 2026 (36323) Print this report

[Tanaka, Ushiba, Komori]

Today, we tried a hierarchical control scheme for the yaw modes.
We measured the transfer function from the input of DHARD yaw to each TM oplev signal with the newly designed filter, as shown in the figure.
Assuming that the optical gain is flat, this is regarded as the estimated openloop transfer function.

We designed this filter to achieve a similar response for each suspension, in particular by inserting additional gains in the TM lock filters to match the high-frequency response.
The crossover frequency between the MN and TM is approximately 0.8 Hz, and the overall unity gain frequency is 2 Hz.

We found significant coupling from the pitch mode into DSOFT Y.
Therefore, we will apply this new filter after further decoupling of the pitch and yaw degrees of freedom.

Images attached to this comment
Search Help
×

Warning

×