Tuners Mechanical setups Lorentz Force Detuning System Setup

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Tuners • Mechanical setups • Lorentz Force Detuning System Setup Lutz Lilje DESY -MPY-

Tuners • Mechanical setups • Lorentz Force Detuning System Setup Lutz Lilje DESY -MPY-

 • Tuner consists of 2 parts – Slow tuner • Allow for different

• Tuner consists of 2 parts – Slow tuner • Allow for different thermal shrinkage • Correct slow drifts e. g. He pressure • Specification: – Range: 820 k. Hz – Resolution: 1 Hz /step • 2 basic types have been tested – Lateral (Saclay) – Coaxial (INFN, DESY) – Fast tuner • Compensate Lorentz-forces – df <= 1 k. Hz in 1 ms • Piezoelectric Lutz Lilje DESY -MPY- Frequency Tuner

Lateral Tuner Design by M. Maurier and P. Leconte based of the MACSE tuner

Lateral Tuner Design by M. Maurier and P. Leconte based of the MACSE tuner design w • Used in TTF L scre ty s L cavi L arm (Saclay) – Double lever system: ratio ~ 1/17 – Stepping motor with Harmonic Drive gear box – Screw – nut system • Needs space between cavities • Interferes with HOM couplers • More compact design seems feasible

New Saclay Tuner • Design by P. Bosland • More compact design possible •

New Saclay Tuner • Design by P. Bosland • More compact design possible • Cavity should be pre-tuned so that the tuner is not pushing • Piezo integrated • Available by the end of the year for first tests Lutz Lilje DESY -MPY-

New Saclay Tuner 2 Lutz Lilje DESY -MPY-

New Saclay Tuner 2 Lutz Lilje DESY -MPY-

New Saclay Tuner 3 Lutz Lilje DESY -MPY-

New Saclay Tuner 3 Lutz Lilje DESY -MPY-

New Saclay Tuner 4 Lutz Lilje DESY -MPY-

New Saclay Tuner 4 Lutz Lilje DESY -MPY-

Coaxial Tuner (INFN, DESY) • On the He vessel • Tested on the superstructure

Coaxial Tuner (INFN, DESY) • On the He vessel • Tested on the superstructure in TTF (4 units) • Magnetic shielding more difficult • 2 nd design exists – Test in CHECHIA done Lutz Lilje DESY -MPY-

Lorentz Force Detuning System Setup • Setup description • Single pulse compensation • Resonant

Lorentz Force Detuning System Setup • Setup description • Single pulse compensation • Resonant excitation • Problems Lutz Lilje DESY -MPY-

Lorentz Force Detuning System Setup Matlab Fgen. m Chechia LP filter Function Generator PZD

Lorentz Force Detuning System Setup Matlab Fgen. m Chechia LP filter Function Generator PZD Amplifier Piezo actuator ADC PZM Amplifier Piezo sensor DOOCS server Matlab chread. m Lutz Lilje DESY -MPY- Amplifier Lock-in or Logarithmic

Piezoelectric tuner I M. Liepe, S. Simrock, W. D. -Moeller Tuning mechanism Piezo-Actuator: He-Tank

Piezoelectric tuner I M. Liepe, S. Simrock, W. D. -Moeller Tuning mechanism Piezo-Actuator: He-Tank l=39 mm & Cavity Umax=150 V l=3 m at 2 K fmax, static=500 Hz Lutz Lilje DESY -MPY-

Piezo Tuner setup II • • • Sensor-Actuator configuration To compensate for Lorentz force

Piezo Tuner setup II • • • Sensor-Actuator configuration To compensate for Lorentz force detuning during the 1 ms RF pulse Feed-Forward To counteract mechanical noise, “microphonics” Feed-Back Lutz Lilje DESY -MPY-

Drawing of current setup (H. -B. Peters) Lutz Lilje DESY -MPY-

Drawing of current setup (H. -B. Peters) Lutz Lilje DESY -MPY-

RF signals at 35 MV/m Blue: With piezo Red: Without piezo Lutz Lilje DESY

RF signals at 35 MV/m Blue: With piezo Red: Without piezo Lutz Lilje DESY -MPY-

Piezo excitation of the cavity for frequency compensation (operation for 700 hours) RF pulse

Piezo excitation of the cavity for frequency compensation (operation for 700 hours) RF pulse (500 us fill, 800 us flat-top) Lutz Lilje DESY -MPY-

Single pulse compensation Pulse Parameters: frequency = 219 Hz time delay = 0. 84

Single pulse compensation Pulse Parameters: frequency = 219 Hz time delay = 0. 84 ms amplitude = 95 V Lutz Lilje DESY -MPY-

Single pulse compensation MICROPHONICS Lutz Lilje DESY -MPY-

Single pulse compensation MICROPHONICS Lutz Lilje DESY -MPY-

Damping of the ringing between pulses (5 Hz operation) RF pulse Lutz Lilje DESY

Damping of the ringing between pulses (5 Hz operation) RF pulse Lutz Lilje DESY -MPY- RF pulse

Frequency stabilization Blue: With piezo Red: Without piezo during RF pulse using a Frequency

Frequency stabilization Blue: With piezo Red: Without piezo during RF pulse using a Frequency detuning of 500 Hz piezoelectric tuner compensated voltage pulse (~100 V) on the piezo. No resonant compensation Lutz Lilje DESY -MPY-

Option: Resonant excitation of a mechanical cavity resonance • if one excites a mechanical

Option: Resonant excitation of a mechanical cavity resonance • if one excites a mechanical resonance of a cavity with the piezo, one can use the cavity as an mechanical amplifier, so that a small stroke of the active element can compensate large detuning • we have shown that with the excitation of three periods of the mechanical resonance frequency, about 1000 Hz could be compensated Lutz Lilje DESY -MPY-

Resonant excitation (stable for 200 hours) Pulse Parameters: frequency = 219 Hz time shift

Resonant excitation (stable for 200 hours) Pulse Parameters: frequency = 219 Hz time shift = -9. 5 ms amplitude = 24 V offset = 24 V Lutz Lilje DESY -MPY-

Resonant excitation Lutz Lilje DESY -MPY-

Resonant excitation Lutz Lilje DESY -MPY-

Frequency stabilization at 35 MV/m Blue: With piezo Red: Without piezo Frequency detuning of

Frequency stabilization at 35 MV/m Blue: With piezo Red: Without piezo Frequency detuning of ~1000 Hz compensated with resonant excitation of a mechanical cavity resonance at 230 Hz. NOTE: This is rather an demonstration of the capability of active tuning. Application in a real machine is probably difficult/ impossible. Needs investigation. Lutz Lilje DESY -MPY-

Module Measurements Lutz Lilje DESY -MPY-

Module Measurements Lutz Lilje DESY -MPY-

Single Piezo - Single Pulse Compensation • inside the module • f=200 Hz, only

Single Piezo - Single Pulse Compensation • inside the module • f=200 Hz, only 100 Hz compensation Lutz Lilje DESY -MPY-

Single Piezo - Resonant Lutz Lilje DESY -MPY-

Single Piezo - Resonant Lutz Lilje DESY -MPY-

Problems with the active tuner • Fundamental problem: – Preload at operating temperature not

Problems with the active tuner • Fundamental problem: – Preload at operating temperature not defined – Large tuning needed for both cavities tested in CHECHIA (AC 72, AC 73) • ´natural´ frequency after tank welding is 780 k. Hz above 1, 3 GHz • Normally this is more like 200 -300 k. Hz – This results in a very large force tearing on the piezo fixture • Fixtures open up and piezos become loose Lutz Lilje DESY -MPY-

Force Measurement at the Piezo Position • Design by Karsten Gadow (H 1) –

Force Measurement at the Piezo Position • Design by Karsten Gadow (H 1) – Available before end of the year • Detailed measurement of the force in the cold environment – Calibration will be first done to liquid nitrogen temperatures • Then design a fixture with sufficient stiffness Lutz Lilje DESY -MPY-

Problems with active tuning • Single Piezo fixture – So far only 100 -200

Problems with active tuning • Single Piezo fixture – So far only 100 -200 Hz compensated (no resonant excitation of the cavity) – Achieved compensation at 1, 3 GHz – Alternative: Resonant mechanical excitation of the cavity • Double Piezo fixture – Has only been operated at 1, 3 GHz + 600 k. Hz – Needs a stiffer design – Alternative: Put 2 single Piezo fixtures at different posts of the tuner • Bipolar operation of Piezos helps in any case – Check in CHECHIA and INFN Lutz Lilje DESY -MPY-

Fixture Twist Problem Fixture twists during operation Lutz Lilje DESY -MPY-

Fixture Twist Problem Fixture twists during operation Lutz Lilje DESY -MPY-

Problems with active tuning • Automation is needed for operation of the piezos in

Problems with active tuning • Automation is needed for operation of the piezos in the machine – Determination of optimum pulse shape – Interconnection to LLRF system Lutz Lilje DESY -MPY-

Available piezos • EPCOS • NOLIAC • Piezo Mechanik • Physical Instruments Lutz Lilje

Available piezos • EPCOS • NOLIAC • Piezo Mechanik • Physical Instruments Lutz Lilje DESY -MPY- (1/2)

Electrical Mechanical Available piezos Lutz Lilje DESY -MPY- (2/2)

Electrical Mechanical Available piezos Lutz Lilje DESY -MPY- (2/2)

 • Proof-of-principle Conclusion – Single-piezo » Non-resonant: 100 Hz in the module »

• Proof-of-principle Conclusion – Single-piezo » Non-resonant: 100 Hz in the module » Resonant: 200 Hz in the module » (We can use this in module 6!) – Double-piezo » Non-resonant: 400 Hz (not at 1. 3 GHz exact) » Resonant: 1 k. Hz – Test of bipolar operation • Engeneering is needed – Choice of Piezo (-> together with INFN, IPN Orsay)) – Stiffer Piezo fixture/frame for 2 Piezos » Force measurement is underway (finished end 2004? ) – LLRF integration • New Saclay tuner tests needed – Available end 2004 / beginning 2005 – Change of cavity pre-tuning desirable Lutz Lilje DESY -MPY-