Survival analysis approach to account for non-exponential decay rate effects in lifetime experiments

In experiments that measure the lifetime of trapped particles, in addition to loss mechanisms with exponential survival probability functions, particles can be lost by mechanisms with non-exponential survival probability functions. Failure to account for such loss mechanisms produces systematic meas...

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Veröffentlicht in:Nuclear instruments & methods in physics research. Section A, Accelerators, spectrometers, detectors and associated equipment Accelerators, spectrometers, detectors and associated equipment, 2016-03, Vol.813 (C), p.84-95
Hauptverfasser: Coakley, K.J., Dewey, M.S., Huber, M.G., Huffer, C.R., Huffman, P.R., Marley, D.E., Mumm, H.P., O׳Shaughnessy, C.M., Schelhammer, K.W., Thompson, A.K., Yue, A.T.
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container_end_page 95
container_issue C
container_start_page 84
container_title Nuclear instruments & methods in physics research. Section A, Accelerators, spectrometers, detectors and associated equipment
container_volume 813
creator Coakley, K.J.
Dewey, M.S.
Huber, M.G.
Huffer, C.R.
Huffman, P.R.
Marley, D.E.
Mumm, H.P.
O׳Shaughnessy, C.M.
Schelhammer, K.W.
Thompson, A.K.
Yue, A.T.
description In experiments that measure the lifetime of trapped particles, in addition to loss mechanisms with exponential survival probability functions, particles can be lost by mechanisms with non-exponential survival probability functions. Failure to account for such loss mechanisms produces systematic measurement error and associated systematic uncertainties in these measurements. In this work, we develop a general competing risks survival analysis method to account for the joint effect of loss mechanisms with either exponential or non-exponential survival probability functions, and a method to quantify the size of systematic effects and associated uncertainties for lifetime estimates. As a case study, we apply our survival analysis formalism and method to the Ultra Cold Neutron lifetime experiment at NIST. In this experiment, neutrons can escape a magnetic trap before they decay due to a wall loss mechanism with an associated non-exponential survival probability function.
doi_str_mv 10.1016/j.nima.2015.12.064
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ispartof Nuclear instruments & methods in physics research. Section A, Accelerators, spectrometers, detectors and associated equipment, 2016-03, Vol.813 (C), p.84-95
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1872-9576
language eng
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source Elsevier ScienceDirect Journals
subjects Competing risks
Decay
Decay rate
Error analysis
Formalism
Magnetic trapping
Marginally trapped neutrons
Neutron lifetime
Survival
Survival analysis
Symplectic integration
Trapped particles
Uncertainty
Walls
title Survival analysis approach to account for non-exponential decay rate effects in lifetime experiments
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