Mozaic trigger system for high transverse momentum physics

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Mozaic trigger system for high transverse momentum physics A.Fulop(ELTE), G.Vesztergombi (KFKI-RMKI) CHEP Prague March, 2009

description

Mozaic trigger system for high transverse momentum physics. A.Fulop(ELTE) , G.Vesztergombi (KFKI-RMKI) C HEP Prague March , 200 9. Motivation for new measurements below = 20 GeV. Practically no high or medium P t data between E inc = 24 and 200 GeV - PowerPoint PPT Presentation

Transcript of Mozaic trigger system for high transverse momentum physics

Page 1: Mozaic trigger system for  high  transverse momentum physics

Mozaic trigger system for high transverse momentum physics

A.Fulop(ELTE), G.Vesztergombi (KFKI-RMKI)

CHEP

PragueMarch, 2009

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Motivation for new measurements below = 20 GeVs

Practically no high or medium Pt data between Einc = 24 and 200 GeV

Mysterious transition around 80-90 GeV: convex versus concave spectra

Energy threshold for Jet-quenching?

Emergence of Cronin-effect in pA interactions is completely unknown

energy dependencecentrality dependenceparticle type dependenceparticle correlations

Production of Upsilon (9.5 GeV) particles near the threshold.

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NA49 (CERN) results at 158FODS (IHEP) at 70 GeV

Beier (1978)

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Special requirements for Y-> e+e- and high pT

Extremely high intensity - Pile-up

Segmented multi-target - Relaxed vertex precision

Straight tracks - High momentum tracks

DREAM: 109 interactions/sec

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z [cm]

x,y

[cm

]

Px=Py = 1 GeV/c; Pz= 5 GeV/c

Px=Py= 3 GeV/c Pz = 10 GeV/c

High ( > 5 GeV/c ) momentum Straight track

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MAPS vs Hybrid

Vertex resolution: dz = 1 mm, dx,dy= 0.05 mm

High intensity: radiation hard

Practical 4+ 2 + 3 = 9 planes ( 4 Hybrids + 5 strips)

Selectivity depends on the availability of TOF information

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i

i+1

j

j+1

3 dimensional scheme

k=1

k=2

k=3

Mosaic cells in plane “k” : M(i,j,k)

(i,j) Corridor contains: M(i,j,k), M(i,j+1,k), M(i+1,j,k), M(i+1,j+1,k) k=1,2,3

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s = sqrt(XX*XX+YY*YY) - delta

delta

Sagitta:

10-20 cm track sections are practically straight fractals

(XX,YY,ZZ)

4 hybrids 2 + 3 strips

2 4 6Basic planes

* * ***

* ** *

Silicon planes

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Basic planes: #2 = (x2,y2,z2) pixel , #4 = (x4,y4,z4) pixel, #6 = (x6,z6) strip

Parallel processing: CORRIDOR # corNum

Straight tracking in #2 and #4 planes in space => (mx,bx) and (my,by) Approximation: starting direction is given by (mx,my)

Separate track matching in xand y for planes 5-9

Matching in #1 and #3 pixel planes in space

TUBE definition:

x-tube: xi = mx*(zi-z2) +bx +parabol(x6,z6,zi) +/- deltaxiy-tube: yi = my*(zi-z2) +by +/- deltayi

New algorithm

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Mozaic DAQ systemTwo separate systems:

PRETRACKING network: Pixel [#2 , #4] + Strip [#6x]

TRACK-QUALITY TUBE network:Pixel [ #1, #3] + Strip[#5x, #5y, #6y, #7x, #7y, #8x, #8y, #9x, #9y]

In each network parallel CORRIDOR processors: CorID =corNUMNumber of CORRIDOR processors: ndx*ndy

Data select their routes according to plane number and corNUM

In plane „zi” track-hit „xi,yi” calculates its corridor address:

corNum = idx*ndy + idy

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Corridor processorsOLD system: consecutive cycling on all „planes”

If only 2 points per plane: number of cycles = 2(4+2*5) = 214 = 16384

NEW system: cycling only on 3 „planes” (for pixels x and y has common cycle)

If only 2 points per plane: number of cycles = 2(2+1) = 23 = 8

The PRETRACKING is producing a list containing:

corNUM, x1,x3,x5,x7,x8,x9, y1,y3,y5,y6,y7,y8,y9

There is NO PROCESSING TIME in the TRACK-QUALITY TUBE network becauseIt is only an ASSOCIATIVE memory which provides YES/NO.

The gain in processing time (if only 2 points per plane): 211 = 2048-fold

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