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AFRLRVPSTR20170186AFRLRVPSTR20170186ESTIMATION OF UNCERTAINTIES OF FULL MOMENT TENSORS Carl Tape, et al. University of Alaska Fairbanks Geophysical Institute 903 Koyukuk Dr. Fairbanks, AK 99775 06
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To fill out estimation of uncertainties, follow these steps:
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Identify the variable or the measurement you want to estimate uncertainties for.
03
Collect all available data or measurements related to the variable.
04
Determine the type of uncertainties you want to estimate, such as random or systematic uncertainties.
05
Calculate the mean or the best estimate of the variable using the collected data.
06
Calculate the standard deviation or the uncertainty for each data point.
07
Determine the uncertainty contribution for each source of uncertainty.
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Combine the uncertainties using appropriate mathematical tools, such as error propagation.
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Document all the calculated uncertainties and their sources in the estimation of uncertainties report.
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Validate the estimation by comparing with previous measurements or known values if available.
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Estimation of uncertainties refers to the process of quantifying the doubt or variability associated with a measurement or prediction.
Individuals or organizations that engage in activities requiring accurate measurement or predictive modeling, such as laboratories and researchers, are typically required to file estimation of uncertainties.
To fill out estimation of uncertainties, one should identify sources of uncertainty, quantify them, and combine them according to statistical principles to produce a comprehensive estimate.
The purpose of estimation of uncertainties is to provide a clear understanding of the reliability and accuracy of measurements and to ensure compliance with relevant standards and regulations.
Information that must be reported includes the sources of uncertainty, the method of calculation, and the final uncertainty values associated with the measurements.
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