1914
DOI: 10.1061/taceat.0002563
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Storage to be Provided in Impounding Municipal Water Supply

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Cited by 208 publications
(64 citation statements)
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“…Thus, a zero value means that a paper has not been bookmarked by a Mendeley user. Based on the Mendeley user data, the formula derived by Hazen (1914) ((i − 0.5)/n*100) was used for calculating percentiles separately for each publication year and subject area (ASJC) combination. For papers without valid DOI and papers that could not be retrieved from the Mendeley API, we assigned a randomly chosen percentile value.…”
Section: Mendeley Data and Indicatorsmentioning
confidence: 99%
“…Thus, a zero value means that a paper has not been bookmarked by a Mendeley user. Based on the Mendeley user data, the formula derived by Hazen (1914) ((i − 0.5)/n*100) was used for calculating percentiles separately for each publication year and subject area (ASJC) combination. For papers without valid DOI and papers that could not be retrieved from the Mendeley API, we assigned a randomly chosen percentile value.…”
Section: Mendeley Data and Indicatorsmentioning
confidence: 99%
“…Probability plot is constructed log-stress versus zi=F -1 (pi) that is inverse function of cumulative distribution function. P i is called as plotting position and most used explanation proposed by Hazen [30] as follows:…”
Section: Fatigue Reliability Analysismentioning
confidence: 99%
“…Depending on the nature and behaviour of the data, many authors have proposed new and modified existing probability plotting formulas (e.g. Allen, 1914;Weibull, 1939;Beard, 1951;Blom, 1958;Tukey, 1962;Gringorten, 1963;Cunnane, 1978;Hazen, 1913;Fothergill, 1990;Lund et al, 1995). To date, there are more than 15 probability plotting formulas.…”
Section: List Proponent (Authors) Expressionmentioning
confidence: 99%
“…The behaviour of data can be captured by using more advanced and appropriate probability distributions, rather than relying only on a gamma distribution (Stagge et al, 2015). Equivalent to this, the compatibility of various plotting position formulas, such as those of Hazen (1913), Cunnane (1978), Beard (1951), Blom (1958), andTukey (1962), with various probability distributions has great importance in the accurate propagation of uncertainty. For instance, several authors have suggested the deployment of various probability-plotting formulas for a specified probability distribution using correlation (Looney and Gulledge, 1985;Vogel, 1986;Mehdi and Mehdi, 2011;Shukri Yah et al, 2012).…”
Section: Introductionmentioning
confidence: 99%