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The
error potential inside the TPC due to a shorted stripe on the IFC. <=
span
style=3D'mso-spacerun:yes'> Volts on the vertical scale, Z axis=
goes
to the right (arb units), and Radius goes to th=
e back
(arb units)
=
The
electric field (V/cm) on the vertical axis for the short shown above. Note that the auto-scaling feature =
hides
the extent of the deformation. It
fills ½ of the TPC.
The
distortion due to a shorted stripe on the IFC. Ring 169 is shorted to ring 170, i=
n this
example. The Z axis extends t=
o the
right and is quoted in distance units of one ring spacing. So the Central membrane is at ring=
0
while the endcap is at ring 182. The vertical scale is the deformat=
ion in
centimeters, however a coefficient of approximately 0.5 has not been applied
making the real deformation about half of what you see here. The point is that the scale is *ce=
ntimeters*
of distortion.
Option 1: A=
n option
treatment of the shorted ring is to add a 2 M ohm resistor from the outside=
of
the TPC. This allows 90% of t=
he TPC
to have normal voltage settings and the distorted region is only in the las=
t 10
rings, or so.
=
Electric field for option 1.<=
/span>
Unfortunate=
ly, the
calculated distortion is still very large.=
It is esthetically appealing but not functionally any different than=
the
case where we do not add a resistor to the chain. We still have to make 2 cm correct=
ions
to the location of the clusters.
Option 2: S=
hort the
outer rings as well as the inner rings. The potential pattern inside the TP=
C is
shown.
=
Electric field for option 2.<=
/span>
The
distortions for option 2.
Now we have distortions near the IFC and near the OFC.
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