Electronic workshop for Si-W ECAL 16 – 17 May 2011 Ki-Hyeon Park Pohang Accelerator Laboratory.

Slides:



Advertisements
Similar presentations
HARP-B Local Oscillator
Advertisements

Georgia Tech Digital Back-end µHRG interface Curtis Mayberry School of Electrical and Computer Engineering Georgia Institute of Technology January 13 th,
Sensors Interfacing.
Lorentz force detuning measurements on the CEA cavity
Digital RF Stabilization System Based on MicroTCA Technology - Libera LLRF Robert Černe May 2010, RT10, Lisboa
Lock-in amplifiers Signals and noise Frequency dependence of noise Low frequency ~ 1 / f –example: temperature (0.1 Hz), pressure.
Preliminary Design Review EVLA 1 st and 2 nd Local Oscillators.
Test of LLRF at SPARC Marco Bellaveglia INFN – LNF Reporting for:
Polar Loop Transmitter T. Sowlati, D. Rozenblit, R. Pullela, M. Damgaard, E. McCarthy, D. Koh, D. Ripley, F. Balteanu, I. Gheorghe.
Laser to RF synchronisation A.Winter, Aachen University and DESY Miniworkshop on XFEL Short Bunch Measurement and Timing.
RF Synchronisation Issues
RF SYSTEM DESIGN FOR THE TOP-IMPLART ACCELERATOR V. Surrenti, G. Bazzano, P. Nenzi, L. Picardi,C. Ronsivalle, ENEA,Frascati, Italy ; F. Ambrosini, La Sapienza.
1 BROOKHAVEN SCIENCE ASSOCIATES NSLS-II Stability Workshop April , 2007 NSLS-II Electrical Systems G. Ganetis NSLS-II Electrical Systems NSLS-II.
Lock-in amplifiers
Frank Ludwig / Content : 1 Introduction to noise 2 Noise characterization of the actual LLRF system 3 Conceptional improvements 4 Different sensors.
Student: Vikas Agarwal Guide: Prof H S Jamadagni
Electronics for PS and LHC transformers Grzegorz Kasprowicz Supervisor: David Belohrad AB-BDI-PI Technical student report.
LLRF System for Pulsed Linacs (modeling, simulation, design and implementation) Hooman Hassanzadegan ESS, Beam Instrumentation Group 1.
DLS Digital Controller Tony Dobbing Head of Power Supplies Group.
Technical Training. 1 Configuration: 2558 Analog Input Module 1. Select voltage or current input mode for each channel 3. Select digital filtering, offset.
Vector Modulator AMC board Marcin Smelkowski Warsaw University od Technology PERG – ISE Presentation is based on „Draft.
Digital Signal Processing and Generation for a DC Current Transformer for Particle Accelerators Silvia Zorzetti.
XFEL The European X-Ray Laser Project X-Ray Free-Electron Laser Tomasz Czarski, Maciej Linczuk, Institute of Electronic Systems, WUT, Warsaw LLRF ATCA.
Grzegorz Jablonski, Technical University of Lodz, Department of Microelectronics and Computer Science XFEL-LLRF-ATCA Meeting, 3-4 December 2007 XFEL The.
1 LLRF Pre-readiness review (26th May, 2009) 27/10/2015 LLRF performance and its limitation based on KEK's experiments Shin Michizono (KEK) KEK’s LLRF.
LLRF-05 Oct.10,20051 Digital LLRF feedback control system for the J-PARC linac Shin MICHIZONO KEK, High Energy Accelerator Research Organization (JAPAN)
Estimation of IQ vector components of RF field - Theory and implementation M. Grecki, T. Jeżyński, A. Brandt.
Digital Phase Control System for SSRF LINAC C.X. Yin, D.K. Liu, L.Y. Yu SINAP, China
RF Cavity Simulation for SPL
˜ SuperHeterodyne Rx ECE 4710: Lecture #18 fc + fLO fc – fLO -fc + fLO
Frank Ludwig, DESY Content : 1 Stability requirements for phase and amplitude for the XFEL 2 Next LLRF system for optimized detector operation 3 Limitations.
Digital Phase Control System for SSRF LINAC C.X. Yin, D.K. Liu, L.Y. Yu SINAP, China
XFEL The European X-Ray Laser Project X-Ray Free-Electron Laser 1 Frank Ludwig, DESY XFEL-LLRF-ATCA Meeting, 3-4 December 2007 Downconverter Cavity Field.
A preliminary approach to the needs of open loop control of the Lorentz Force Detuning is to generate a custom piezo control signal with proper and tunable.
Cornell digital LLRF system S. Belomestnykh LLRF05 workshopCERN, October 10, 2005.
ESS LLRF and Beam Interaction. ESS RF system From the wall plug to the coupler Controlled over EPICS Connected to the global Machine Protection System.
Present Uses of the Fermilab Digital Signal Receiver VXI Module Brian Chase,Paul Joireman, Philip Varghese RF Embedded Systems (LLRF) Group.
Bunch by bunch feedback systems for KEKB Makoto Tobiyama KEK Accelerator Laboratory.
R.SREEDHARAN  SOLEIL main parameters  Booster and storage ring low level RF system  New digital Booster LLRF system under development  Digital LLRF.
Embedded Control Systems Dr. Bonnie Heck School of ECE Georgia Tech.
BCC-35 A.K. Bhattacharyya, A. Butterworth, F. Dubouchet, J. Molendijk, T. Mastoridis, J. Noirjean(reporter), S. Rey, D. Stellfeld, D. Valuch, P.Baudrenghien.
LLRF_05 - CERN, October 10-13, 2005Institute of Electronic Systems Superconductive cavity driving with FPGA controller Tomasz Czarski Warsaw University.
RF low level control & synchronization A. Gallo, M. Bellaveglia, L. Cacciotti SPARC review committee – ENEA Frascati – 16/11/2005.
April 12 | Comparison of Sophisticated Synthesizer Concepts and Modern Step Attenuator Implementations | 2 Comparison of Sophisticated Synthesizer Concepts.
Design Approaches for the X band LLRF Systems Uros Mavric, XB-10, 2 nd of December 2010, Cockcroft Institute, UK
Bunch by bunch feedback systems for KEKB Makoto Tobiyama KEK Accelerator Laboratory.
CI Lecture Series Summer 2010 An Overview of IQ Modulation and Demodulation Techniques for Cavity LLRF Control.
XFEL The European X-Ray Laser Project X-Ray Free-Electron Laser Wojciech Jalmuzna, Technical University of Lodz, Department of Microelectronics and Computer.
MADEIRA Valencia report V. Stankova, C. Lacasta, V. Linhart Ljubljana meeting February 2009.
LLRF development of SSRF RF Group and Linac Group
Superfast BPM Processor Scheme Stephen Molloy, QMUL Nano-Project Mini-Workshop at ATF.
ESS LLRF and Beam Interaction
MECH 373 Instrumentation and Measurements
Cosmic Microwave Technology, Inc.
Electronic workshop for Si-W ECAL
Communication 40 GHz Anurag Nigam.
LLRF Research and Development at STF-KEK
ILC LLRF Status Ruben Carcagno, Brian Chase
Lock-in amplifiers
Fast Orbit Feedback System for HEPS (Cooperation work among all related systems) Dapeng Jin Control System Dec. 12, 2017.
Figure 4–1 Communication system.
Amateur Extra Q & A Study Pool
DDS FM STEREO TUNER T-1200 This new ”DDS FM Stereo tuner T-1200” is the succession model of T-1100 launched back in Using a blend of Accuphase traditional.
CEPC RF Power Sources System
A Software Defined Radio for the Masses, Part 4
LO BOX and LO/CLK DISTRIBUTION Arash Kaftoosian ESS Bilbao, May 2018.
AM-7027 Up Converter-Amplifier
AM-7026 Down Converter-Receiver
SN-553 Frequency Synthesizer
Linac Coherent Light Source (LCLS) LLRF Preliminary Design Review LLRF Monitor and Control System September 26, 2005 Ron Akre.
Presentation transcript:

Electronic workshop for Si-W ECAL 16 – 17 May 2011 Ki-Hyeon Park Pohang Accelerator Laboratory

Energy : 3.0 GeV Current : 400mA The Pohang Light Source View

Digital Controller Design for the Magnet Power Supply - Intput Filter - Output Filter - Control Loop - Simulink Simulation - DSP & ADC board -5A High Stable Power Supply

► DC Regulator Voltage: 24 [V] ► DC Output Current : ±5 [A] at bipolar mode ► Output Voltage: 6 [V] ► FET Switching Frequency: 25 KHz ► FET: 4 ea ( IRF540) ► ADC: AD977A from Analog Devices ► Digital Signal Processor: TMS320F2808 Texas Instrument ► Current Stability: < 5 ppm Power Supply Description

Block Diagram

The rectified input voltage has harmonic components, thus it should be attenuated. The parallel damped filter was preferred to build the MPS The condition of the was chosen, because its transfer function was slightly under-damped The cutoff frequency of the input filter should be ranged ~10Hz, Input Filter Design

Output Filter (+Magnet Load) Design The pole of the first filter located about ~KHz while the switching frequency is above ~10 KHz. If pole located to lower, the overall system response became worse, thus it is not good for the system dynamic responses. The second pole is placed after half of the switching frequency

Transfer function of Output Filter (+Magnet Load) Where

The closed-loop transfer function of the power supply is given by: The equivalent transfer function of the inner loop : A conventional PI controller is Control Loop Equation

Open-Loop Frequency Response The crossover frequency is about 5KHz with small phase margin.

Simulink Model

Continuous Mode Simulation

ADC Board (1) DAC-DAC714 ADC-AD977A FPGA-Xilinx Spartan3

ADC Board (2) ADC board specifications - 16 bit ADC AD977A : 4 channel - Input Range : ±5V, ±10V, 5V, 10V - Using the Isolated DC Power - AD977 Linearity : ±2.0 LSB - FPGA(Xilinx Sprtan3) : Generate control signals for ADCs - ADC Data transmitted whenever DSP required - DAC chip DAC714 (16-bit 200KHz) for ADC Debugging

DSP(CPU) Board LEDs : Status Display Ethernet Connector CAN Connector Programmable Interlock Logic ColdFire 5282 Board DSP Board RS232C to Mother Board DSP board specifications : - 100MHz Fixed point TMS320F2808 DSP - PWM : 1a, 1b, 2a, 2b, 3a, 3b, 4a, 4b - PWM Frequency : up to 100 KHz - Output : 24V relay control - UC5282 Board : Ethernet(EPICS) - Interlock : Flexibility with the Cool-Runner FPGA - Ethernet & CAN Connector : At front Panel

Fully Fabricated MPS Shelf Controller SMPS

Step Function Response Step Response of the MPS (0 to 5A, 40ms scale)

Short Term Stability and Zero Cross

Long Term Stability & Repeatability

Link voltage variation

Current difference between set and read value

Remarks 1.Fully Digital Control 2.Stability : Less than 5ppm 3.Output Current : up to 1000A 4.Unipolar and Bipolar Power Supply 5.Ethernet (+EPICS), CAN and RS232C 6.Interlock 7.Easy access : Key and Display 8.Configuration : programmable 9.Easy maintenance

LLRF for PLS-II

Contents 1. Introduce the general concept for the control system 2.Cavity Modeling 3.Signal processing 4. CORDIC algorithm 5. IQ demodulator 6. PI controller 7.Digital Filters 8. IQ output 9. Local Oscillator 10. Digital Hardware system

Digital LLRF system : By Thomas Schilcher

Cavity ParametersUnitValue Cavity frequencyMHz Half cavity bandwidthKHz4.34 Number of SC cavity ea 2+1 LLRF loop gain dB ? Phase stabilityDegree±1 Amplitude stability%±1 RF frequency error in steady stateHz±10 ? Technical Specifications of the LLRF for SC

Signal Processing

By : Stefan Simrock Concept for the LLRF system

System Block Diagram 500MHz DC 450MHz 50MHz40MHz CASE 2

I/Q demodulation

After low pass filter : RF properties are conserved (Amplitude,Phase) RF Down Conversion

1. Analog IQ detection 2. Digital IQ sampling / non-IQ sampling 3. Direct amplitude and phase detection 4. Digital Down Conversion (DDC) IQ methods

Cancel out offset IQ sampling In case of n = 0 n = 0,1, 2, 3,--- Degree : 90, 270, 450, ---

PID Controller Design

Controller Specifications ◆ System bandwidth : ~100KHz - Cavity bandwidth : 4.5KHz ◆ Gain margin : > 6 dB ◆ Phase margin : > 45 °

Cavity Modeling

ω = 2*3.14*4400 = rad/sec Matlab Simulation The transfer function H(s) defined as

of 4.4 KHz is 1.5  s with the second order Pade approximation of the time delay = 15 LLRF Model

wherehalf-bandwidth,output band-pass filter proportional gain,integral gain when g lumped gain (analog + others) T total loop delay 5MHz and 1MHz Closed-loop transfer function with unit gain is : Second order Pade approximationFirst order Pade approximation

The close loop response showed that the phase margin was about 52° and gain 3.8 dB. Frequency Responses

1 Cable 100ns 20m 2Klystron 100ns 3Waveguide 100ns 3 ADC 100ns 4 FPGA 200ns 5DAC 50ns TOTAL 650ns Expected Latency

The gain bandwidth product is limited to about 1MHz due to the low-pass characteristics of the cavity, the bandwidth limitations of electronics and Klystrons and cable delay bit ADC 40MHz 2. IQ de-multiplex : I & Q output 20 MHz 3.CIC filter with decimation : 2 MHz 4.PI : Amplitude and Phase regulation 5.Vector out ( Mux out : 50MHz) Rotation Matrix Vector Signal Output

Output to the Klystron

Direct Digital Synthesizer N = 10 : Phase Increment

where M = 5 and N=4 Phase Increment : 112.5° Black = sin(t); Red = cos(t); Blue = y1-y2; Green = 0.5*cos(t); Cyan = y1-y4; Vector Output (1) In FPGA

Vector Modulator RF 500MHz Vector Output (2) I Q DC RF 500MHz

40 MHZ 160 MHZ To ADC From DAC PLL ZFL-500HLN Amplifier To DAC To ADC Front Rear SLP-550 LPF ZBSC-5-1-S power splitter ZMY-2 Mixer VAT-10 ATT VAT-10 ATT VAT-10 ATT VAT-10 ATT ZKL-2R5 Amplifier SLP-70 LPF MBP RA BPF ZMY-2 Mixer ZFDC-10-2-S coupler To Klystron VAT-3+ ATT ZFL-500HLN Amplifier ZFDC-10-2-S coupler MBP RA BPF IF RF LO MBP RA BPF ZFL-1000LN Low noise amp Monitoring RF RF : 500MHz LO : 450MHz IF : 50MHZ : Input : Output

Generating Local Frequency (DDS) Using the FPGA Xilinx Spartan-6 - External Reference or Internal Source - Output Frequency : programmable

RF Tuning ■ CORDIC calculates phase difference between cavity and forward power ■ ~10 iterations to get the resolution better than 0.001º. if 16 iterations for 1/80MHz is 200ns ■ Frequency regulation loop - Range : ±200KHz - Resolution : 2 Hz - Bandwidth : < 5Hz ■ Don’t consider the piezo actuator - Range : ±500 Hz - Resolution : 1Hz - Bandwidth : ~1000 Hz - Voltage : ~100V

ILC-DR, KEK December 19, 2007 T. Furuya Module of accelerating SC  Important components: frequency tuner Motor tuner (coarse tuning) range of 400 kHz Piezo tuner (fine tuning) tuning range of 6 kHz response of 20 Hz

1) Virtex-6 and LTC2205 2) VHS-ADC Lyrtech (CANADA) Digital Hardware

Virtex-6 FPGA Issue is DSP Slices

ADC

VHS-ADC Lyrtech (CANADA)

Program Development using Xilinx ISE SBC Lyrtech Board

Summary 1. Introduce the general concept for the control system 2.Cavity Modeling 3.Signal processing 4. CORDIC algorithm 5. IQ demodulator 6. PI controller 7.Digital Filters 8. IQ output 9. Local Oscillator 10. Digital Hardware system

Any questions? Thanks for your attention