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EF with simple multi- particle states Vishnu V. Zutshi NIU/NICADD
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EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Dec 19, 2015

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Page 1: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

EF with simple multi-particle states

Vishnu V. Zutshi

NIU/NICADD

Page 2: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Hadron Position Resolution

• Since Eflow invariably involves associating clusters near an extrapolated track …

• How to do this in a digital calorimeter ?

• Study this using charged pions

• Resolution is defined w.r.t. the MC extrapolated position

Page 3: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV charged pionsD

ensi

ty w

eigh

ted

Ene

rgy

wei

ghte

d

unweighted

Page 4: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV charged pions

Page 5: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

“Density”

• Need a hierarchy in the absence of an energy measurement

• Clumpiness of the surrounding • A simple-minded realization of this used here:

di = (1/dRij) where dRij is the angular

distance between cell ‘i’ and cell ‘j’

Page 6: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

unweighted

Density weighted

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

0.64cm2

Thanks Ben

Page 7: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

4cm2

Density weighted

unweighted

Page 8: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

6cm2

Density weighted

unweighted

Page 9: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

9cm2

Density weighted

unweighted

Page 10: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

12cm2Density weighted

unweighted

Page 11: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV

Mea

sure

d re

lati

ve to

the

ener

gy w

eigh

ted

reso

luti

ons

Cell area at first layer=

16cm2Density weighted

unweighted

Page 12: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

2GeV Photons

maxima

maxima

maxim

a

Page 13: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Clustering

• Local ‘density’ maxima chosen as seed clusters

• Membership of each cell in the seed clusters decided with a distance function

• Calculate centroids

• Iterate steps 2 and 3 till distortion is below some threshold

Could be unique or shared

Page 14: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Parameters

• Cell thresholds

• How many layers to lump together

• Neighborhood for maxima search

• Minimum no. of layers hit

• Neighborhood for membership

• Proto-cluster definition

• Uniqueness of membership

Page 15: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0H

igh asymm

etryD

ensi

ty w

eigh

ted

Page 16: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0M

edium asym

metryD

ensi

ty w

eigh

ted

Page 17: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0L

ow asym

metry

Den

sity

wei

ghte

d

Page 18: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0L

ow asym

metry

Den

sity

wei

ghte

d

Page 19: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0

Recon. energy

Recon. mass

18%

Page 20: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

10 GeV 0

Recon. energy

Recon. mass

Page 21: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Energy asymmetryA

= a

bs(E

E

)/(E

+

E

)

Page 22: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

p

p

Den

sity

wei

ghte

d

Page 23: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

p

p

Den

sity

wei

ghte

d

Page 24: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

p

E/Egen

Eflow

Cal only

Page 25: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

n

EMCal

HCal

n

Page 26: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

n

EMCal

HCal

n

p

Page 27: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

nre

cE ()

genE ()

Not reliable due to noncom

pensation

Page 28: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

n

• Get the e/pi for the SD detector

• Scale the MC truth with that function

• Take the ratio of the reconstructed pion energy with the scaled MC truth

• This should have a mean of 1.0 (with an atrocious resolution) if things are working ok

Page 29: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

n

Page 30: EF with simple multi-particle states Vishnu V. Zutshi NIU/NICADD.

Summary/Outlook

• A first pass clustering/track association algorithm exists applicable to EM/HAD, both analog/digital

• Encouraging results for multiparticle events• More detailed study to expand and enhance

(for instance particle id)• Move to jets• Feedback into calorimeter design