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QD0 stabilisation update QD0 stabilisation update

QD0 stabilisation update - PowerPoint Presentation

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QD0 stabilisation update - PPT Presentation

since last update in MDI AJeremie ABadel BCaron RLeBreton JLottin JAllibe GBalik JPBaud LBrunetti GDeleglise QD0 stabilisation update since ID: 410352

december mdi system 2011 mdi december 2011 system frequency test sensor loop stabilisation update qd0 phase model 2khz peaks

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Slide1

QD0 stabilisation update(since last update in MDI)

A.JeremieA.Badel, B.Caron, R.LeBreton, J.Lottin, J.Allibe, G.Balik, J.P.Baud, L.Brunetti, G.DelegliseSlide2

QD0 stabilisation update(since last update in MDI)

A.JeremieA.Badel, B.Caron, R.LeBreton, J.Lottin, J.Allibe, G.Balik, J.P.Baud, L.Brunetti, G.Deleglise

Got a permanent position at LAPP

New

EuCARD

post-docSlide3

What has been doneCharacterize the stabilisation systemDevelop a model for the componentsDevelop control loops

First test on set-upMDI December 16, 20113Slide4

Correction schemeMDI December 16, 2011

4Input noise

External sensor

Sensor noise

Controller

Dynamical model of system

+

+

+

+

In order to optimize the controller,

we need to get the maximum of information on the components in the systemSlide5

Phase 1 : Stabilisation system behaviour

10

0

10

1

10

2

10

3

10

4

-10

0

10

20

30

40

50

Gain dB

10

0

10

1

10

2

10

3

10

4

-1500

-1000

-500

0

Phase

Intrinsic resonances if change of phase by 90°: other peaks just from boundary conditions

=> 2 resonance peaks just below 2kHz and near 4kHz.

First intrinsic resonance frequency near 2kHz : experimental and theoretical values agree.

MDI December 16, 2011

5

Frequency (Hz)Slide6

Model for the componentsMDI December 16, 2011

6

Frequency (Hz)Sensor

Mechanics

Global systemSlide7

MDI December 16, 2011

7Test conditions

Capacitive sensors used for setting-up the systemFeedback loop with accelerometers: one on “ground” other on top of system

No mass on systemTo maximize signal for test:Excitation: high frequency “hammer hit” (so high frequency range)Cut “low-frequency” range from testSlide8

Control testratio of transfer functions

0

100

200

300

400

500

600

700

800

900

1000

-25

-20

-15

-10

-5

0

5

10

15

Fréquence (en Hz)

Magnitude FFT Transmission (en dB)

Fonction de Transfert en transmission

Open

loop

Closed

loop

Simulation

with

closed

loop

MDI December 16, 2011

8Slide9

Next stepsOther feedback loops are available that work well in simulation, but need to better understand some “low-frequency” experimental problems encountered

Characterize sensor in more detailExcite with “ground motion” instead of hammerAdd QD0 dummy massMDI December 16, 20119URGENT!Slide10

Enjoy the Holliday season!

MDI December 16, 201110