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A systematic study of rate capability in MWPCs (final analysis) D. Gonzalez-Diaz 16-10-2008

A systematic study of rate capability in MWPCs (final analysis)

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A systematic study of rate capability in MWPCs (final analysis). D. Gonzalez-Diaz 16-10-2008. Set-up. Gain measurements (I). Gain measurements (II). The Mathieson model (I). The Mathieson model (II). Blanc's Law:. Rate capability at fractional gain drop F:. Typical rate curves. - PowerPoint PPT Presentation

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Page 1: A systematic study of rate capability in MWPCs (final analysis)

A systematic study of rate capability in MWPCs

(final analysis)

D. Gonzalez-Diaz

16-10-2008

Page 2: A systematic study of rate capability in MWPCs (final analysis)

Set-up

Page 3: A systematic study of rate capability in MWPCs (final analysis)

Gain measurements (I)

Page 4: A systematic study of rate capability in MWPCs (final analysis)

Gain measurements (II)

Page 5: A systematic study of rate capability in MWPCs (final analysis)

The Mathieson model (I)

Page 6: A systematic study of rate capability in MWPCs (final analysis)

The Mathieson model (II)

Blanc's Law:

Rate capability at fractional gain drop F:

Page 7: A systematic study of rate capability in MWPCs (final analysis)

Typical rate curves

Page 8: A systematic study of rate capability in MWPCs (final analysis)

Correction for beam-size dependence (I)

Page 9: A systematic study of rate capability in MWPCs (final analysis)

Correction for beam-size dependence (II)

Page 10: A systematic study of rate capability in MWPCs (final analysis)

Correction for beam-size dependence (III)

Page 11: A systematic study of rate capability in MWPCs (final analysis)

Comparison with theoretical curves

Page 12: A systematic study of rate capability in MWPCs (final analysis)

Global fit to all curves: 6 (3mixtures x 2 pitches) parameters

Page 13: A systematic study of rate capability in MWPCs (final analysis)

Comparison with measured mobilities

Page 14: A systematic study of rate capability in MWPCs (final analysis)

Extrapolation to mips

Page 15: A systematic study of rate capability in MWPCs (final analysis)

Comparison with data from mips

Page 16: A systematic study of rate capability in MWPCs (final analysis)

Conclusions

Once one corrects for beam-size effects and if the nature of the drifting ion is known, the Mathieson formula has an enormous predictive power.

There is room for a further increase of pion suppresion without sacrifying the rate capability (increasing the gap h).

Page 17: A systematic study of rate capability in MWPCs (final analysis)

Appendix

Page 18: A systematic study of rate capability in MWPCs (final analysis)

Dead time correction

Page 19: A systematic study of rate capability in MWPCs (final analysis)

Beam-size dependence

Page 20: A systematic study of rate capability in MWPCs (final analysis)

All in a nut-shell

Page 21: A systematic study of rate capability in MWPCs (final analysis)

rate capability extrapolation