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Effective Depletion Depth JC & Marina
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04/30/01Jianchun (JC) Wang2 Depletion Depth Methods FPIX0 pstop at 30° X inc 1 2 3 4 Depth: d XiXi
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04/30/01Jianchun (JC) Wang3 Existing Problem Method 1 Falling edge is not at the effective depth The difference is threshold-dependent For ideal case ( threshold low, no diffusion, no noise ), difference = pitch/(2 tan ) = 43 m Absolute alignment is needed (can be avoided with both edges) Thickness: 300 m Track angle: 30° Threshold: 2500 e 500 e Both methods affected by uncertainty of Method 2 Slightly depends on threshold Distribution is not symmetric, difficult to determine peak position
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04/30/01Jianchun (JC) Wang4 Study Both Edges FPIX0 pstop at 30° span (FWHM) = 329.9 1.2 m
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04/30/01Jianchun (JC) Wang5 Monte Carlo Simulation MC simulation with different thickness ( 2 m step) The difference between span and the thickness is a constant with small variation of thickness FPIX0-pstop
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04/30/01Jianchun (JC) Wang6 Results of Method 1 Thickness: FPIX0-pstop: 292.7 1.2 m FPIX1-pstop: 295.8 0.9 m FPIX0-pstop FPIX1-pstop Large systematic errors: Threshold: 18 m /1000 e Angle : 12 m / 1°
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04/30/01Jianchun (JC) Wang7 Method 2 Simulation Method 2 is more complicated even though the sensitivity may be small Correction correlated with fraction of different cluster size Threshold, nominal thickness, angle of track all affects the correction
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04/30/01Jianchun (JC) Wang8 Result of Method 2 FPIX0-pstop Peak position: 295.6 ±1.0 m Thickness: 305.0±1.0 m Systematic error not estimated Difference between two methods: 12.3 m
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04/30/01Jianchun (JC) Wang9 Summary Two methods of effective depletion depth studied In method 1, both edges are fit and the span is used to estimate the depth, correction is derived from MC, the depth are: 292.7±1.2 m (FPIX0-pstop), 295.8±0.9 m (FPIX1-pstop) In method 2, the peak position is used to estimate the depth, correction is derived from MC, the depth is 305.0±1.0 m for FPIX0-pstop The systematic errors are not derived but an estimation is given The difference between two methods is 12.3 m
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