PS main Magnetic field issues

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Presentation transcript:

PS main Magnetic field issues Workshop MPS and PFW regulation Fulvio Boattini MiniWorkshop, 23rd February 2012

POPS PFW and B8 SUMMARY Bfield and Imag starting of a cycle (non zero) Bfield control loop with rst algorithm Imag control loop with rst algorithm and saturation compensation Vout control loop with rst algorithm PFW and B8 Circuit connection and converter types General control strategy and means to reduce coupling effects with dipolar magnets

POPS: B or I non zero Cycle Starting 23ms 8kV 53ms

POPS B field regulation: General Schematics

POPS B field regulation

Bfield loop RST regulator executed in FGC controller. Tsampl=3ms. Each polynomial has a maximum of 10 coeffs for a total of 30. Performance to date (based on theoretical calculations): Ref following: 48Hz Disturbance rejection: 27Hz

Bfield loop: Tracking delay Complete transfer function (from reference to measure): Given that group delay and amplitude response of filter are (almost) constant then group delay may be taken as a pure delay from input to output signal. This is called Tracking delay in FGC and used to correctly advance the Bref Track delay = 9ms

PFW effects on main B regulation (SFTPRO) PFW on PFW off PFW off PFW on Injection First plateau PFW off The RST algorithm is tuned with PFW. No active compensation is introduced in the control. If PFW are switched off the behavior is worst because the internal dynamic of the Bfield regulator is not high enough PFW on Flat Top

POPS Imag regulation

Imag loop: rst with saturation compensation 26Gev without Sat compensation 26Gev with Sat compensation RST regulator with FFW to compensate saturation voltage drops. Executed in FGC (for testing in P80) Tsampl=3ms. Each polynomial has a maximum of 10 coeffs for a total of 30.

POPS Vout regulation

Vout loop Ref following ------ Dist rejection ------ RST regulator with FFW to compensate for converters voltage drops. Executed in P80. Tsampl=1ms. Each polynomial has a maximum of 10 coeffs for a total of 30. Performance to date (identified with initial step response): Ref following: 130Hz Disturbance rejection: 110Hz Step identification This identified TF has been used for Bfield RST calculation Transfer function: 0.02718 z^2 + 0.08804 z + 0.01852 ---------------------------------------------- z^3 - 1.989 z^2 + 1.587 z - 0.4638

PFW and B8

PFW and B8: circuits connection The aux circuits are now connected in the 5 currents mode. This mode allows more DOF for physics control but no compensation of the induced voltages is realised via the connection. The emf induced by main dipolar field is a disturbance in the current regulation loop ‘I’ and ‘p’ mean even and uneven. It refers to the numbering of the main magnet along the circuit

PFW : power supply 2 IGBT bridges connecte in series for PFW circuits DNI DNP DW série FNI FNP FW série Résistance, Rmg 3.74  3.32  Inductance, Lmg 0.034 H 0.008 H Constante de temps du circuit 0.009 s 0.002 s Imax 250 A Irms 80 A 80A Vmax 1200 V Calcul de la tension Rmg * Imax_op 374 V 332 V 841.5 V 747 V Lmg * di/dt_max 170 V 40 V Tension maximale 544 V 372 V 1011.5 V 787 V

B8 : power supply 2 IGBT bridges connecte in parallel for the B8 PFW Résistance, Rmg 0.24 Inductance, Lmg 0.012 Constante de temps du circuit 0.050 Imax 1600 A Irms 600 A Vmax 600 V Calcul de la tension   Rmg * Imax_op 384 Lmg * di/dt_max 180 Tension maximale 564 V 2 IGBT bridges connecte in parallel for the B8

The emf induced by dipolar field The main dipole current rises from 0 to 5kA with 6500 A/s dynamic The voltage induced on PFW windings is of the order of 100V (over the complete series connection). These emf decreases as the saturation of the magnets begins

The control Digital control Ts=100us. PID for current regulation PID for voltage regulation -50 A -25 A 25 A 50 A 1 501 1001 1501 2001 Sans compensation Simple compensation Compensation avec saturation intégrée The reference Bdot from MPS and the measure Imps are used to correct the reference of the voltage loop using a linear correlation between Imps and saturation of the magnets.

The state reaction Compensate the (slow) variations of Udc Improve the dumping of the filter Improve the dynamic of the filter

Thanks for the attention. Questions?