2010 IEEE Instrumentation &Amp; Measurement Technology Conference Proceedings 2010
DOI: 10.1109/imtc.2010.5488033
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A test set for LEDs life model estimation

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Cited by 11 publications
(14 citation statements)
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“…By considering the experimental couples , the parameters and of the IPM expressed by relationship (1) can be derived very simply via the linear regression technique, given that (1) becomes (2) According to the EM, the relationship between MTTF and is expressed by (3) In this case, the application of the linear regression technique to the experimental couples provides the parameters and of the EM, given that (3) turns into (4) As shown by (2) and (4), (1) and (3) provide straight lines in log-log and semi-log coordinate systems, respectively, with slopes , and if is in ordinate, and is in abscissa. For this reason, coefficient (or ) can be defined as the Stress Endurance Coefficient.…”
Section: Single-stress Life Models Under Constant and Non-constanmentioning
confidence: 99%
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“…By considering the experimental couples , the parameters and of the IPM expressed by relationship (1) can be derived very simply via the linear regression technique, given that (1) becomes (2) According to the EM, the relationship between MTTF and is expressed by (3) In this case, the application of the linear regression technique to the experimental couples provides the parameters and of the EM, given that (3) turns into (4) As shown by (2) and (4), (1) and (3) provide straight lines in log-log and semi-log coordinate systems, respectively, with slopes , and if is in ordinate, and is in abscissa. For this reason, coefficient (or ) can be defined as the Stress Endurance Coefficient.…”
Section: Single-stress Life Models Under Constant and Non-constanmentioning
confidence: 99%
“…The stress is taken as constant with time In this case, life model parameters can be easily estimated from experimental times-tofailure data obtained at different levels of the single stress. 1 More precisely, the parameters [3] are computed by regressing the estimates of a reference percentile (e.g., the median, or the Mean Time To Failure (MTTF)) of the time-to-failure distributions against the test stress levels. This is a phenomenological approach, given that it is used no matter the kind of phenomenon that leads the component to failure.…”
Section: Introductionmentioning
confidence: 99%
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