Title: Base for 64APMT
1Base for 64A-PMT
- Very large currents are expected (230µA on the
hottest PMT) with the present design of the
electronics (see Stephanes talk). - Even if we suppose a reduction of the gain of a
factor 10, there are still currents larger than
the maximum average current specified by
HAMAMATSU for his resistive base 18µA. - Furthermore, we observed overlinearities even
with Ilt18µA . - Anyway, an active base is needed for the ageing
tests. - A transistor base is being studied.
2Two requirements
- Need of a compact circuit with few components .
- Simplicity only 3 components must be added (1
resistor and 2 transistors on the two last
stages).
Such a base has been simulated and the
results were satisfactory. (see M. Crouaus talk
may 2002)
3- Here is a diagram for both the passive and the
active base under study.
The resistor values distribution is, for the time
being, the HAMAMATSU one. The inter-dynode
voltages at the two last stages are given by the
resistor values the two transistors compensate
the dynode current variation.
4- First prototype of the base
- The prototype will be tested and used with the
VFE board installed on the PMT Clermont test
bench. - The constraints are
- Mechanical structure (in development)
- the inter-pin spacing of the naked PMT (2.3 mm)
is not the inter-pin spacing set on the VFE
board prototype (2.54mm)!
5- Photographs of the prototype of the base
Lets notice that what is performed here is not
suitable for a large production .
Connector for 2.3/2.54 adaptation It is awful !!
The resistors are on supports to change them
easily in the optimisation procedure.
6- Complete the design of the base by setting
properly the resistor values to maximise
linearity on our test bench. (see Stephanes
talk) - Add the transistors and test the functionality of
the base - still on our test bench. - Use the final design to perform the ageing tests.
7- A solution for the mechanical design of next
prototype for VFE board. - The 64-anodes connector will be at the 2.3 mm
inter-pin spacing. - We have to think about the support of the active
base in the experiment conditions. - A simple solution is represented on this
drawing the shaded region supports the
components of the base.