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Transfer Line Calculations

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Presentation on theme: "Transfer Line Calculations"— Presentation transcript:

1 Transfer Line Calculations
9-March-2009 and following

2 Input 24 DCOPS, with 2 (averaged) values per
PG positions of the DCOPS wrt their disk centers Ideal SLM directions Ideal Z positions of DCOPS

3 Verify DCOPS PG Z on ME+2/3 agree with ideal Z differences

4 Unknowns 3 disks (x,y) and RZ  9 unknowns
6 lasers (sx,sy)  12 unknowns 24 dV (?)  24 unknowns at 3.8T (0 at 0)

5 Location Define ideal transformation From Cocoa:
CMS = OffSLM + RotSLM*(OffXfer+RotXFer*XFerPos) My local coordinate system: XFerPos = OffJNB+RotJNB*DCPos RotSLM=Rz(θz) Ry(θy) Rx(θx)

6 Stations ME+1 and ME+2 face the same direction

7 ME+1 SLM transforms to CMS
X Y Z Rx Ry Rz HSLM1 6782 -90 15 HSLM2 75 HSLM3 135 HSLM4 195 HSLM5 255 HSLM6 315

8 ME+1 TP transforms to SLM
X Y Z Rx Ry Rz PT1 -48 22.5 -90 PT2 PT3 PT4 PT5 PT6

9 ME+2 SLM transforms to CMS
X Y Z Rx Ry Rz SLM1 7998 -90 15 SLM2 75 SLM3 135

10 ME+2 TP transforms to SLM
X Y Z Rx Ry Rz TP1/S1 -48 -22.5 90 TP4/S1 22.5 -90 TP2/S2 TP5/S2 TP3/S3 TP6/S3

11 ME+3/4 SLM transforms to CMS
X Y Z Rx Ry Rz SLM1 9642/ 10537 90 15 SLM2 75 SLM3 135

12 ME+3/4 TP transforms to SLM
X Y Z Rx Ry Rz TP1/S1 -48 22.5 -90 TP4/S1 -22.5 90 TP2/S2 TP5/S2 TP3/S3 TP6/S3

13 Local DCOPS/XFER coordinate
X = rφ, phi in x y direction Y = R, radial Z “into page” using right hand rule X=Y=0 = center of DCOPS in ideal system Z=0 = position of Ref DCOPS dowel

14 Nomenclature (Z always ideal)
(δx, δy) = shift in disk from ideal (H,V) = center of DCOPS wrt ideal, PG (ΔH, ΔV) = shift in local DCOPS center (PH,PV) = Profile predictions (0, dV) = cantilevered shift due to bending Indexed by station or disk and by point #

15 XFer Plate details Ref DCOPS dowel pin is X,Z center of XFer
Ref DCOPS dowel is shimmed away from Y center of XFer

16 Transfer Plate Center X Center Y

17 Transform Center to XFer
X (=H) Y Z (=-V) PT1 208.5 73.175 PT2 202.5 PT3 -157.5 PT4 -163.5 PT5 PT6 Rx= Ry=0 Rz=0

18 Disk and PT: DCOPS to CMS: B=0
C = XC + RC(XT+RT(XD+RD P) C = XA + RA P XA ≡ XC +RCXT+ RCRT XD RA ≡ RCRTRT Above are Ideal positions, XT from PG Shifting (per disk) gives unknown (to be solved for): C’ = XS + RS C RS mostly rotation about Z

19 Complications w/ B=3.8 The disks bend
Bending is not the same at every PT Cannot assume each disk bends the same amount ME+2/ME+3 cantilever by the same angle in different directions Disks have additional rotation about Y (actually about line near the floor)

20 Laser position/direction
Nominal position is same as center of ME+4 XFer DCOPS Each PT has 2 laser slopes

21 DCOPS data Preprocess to include orientation, average both sides
Calibration (scale and offset) not included yet Only 1 laser; only Plus Endcap


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