2001
DOI: 10.1006/jsvi.2001.3827
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Noise Level Distribution Functions for Outdoor Applications

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Cited by 8 publications
(5 citation statements)
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“…This coefficient indicates that a high percentage of the equivalent continuous noise level L eq can be explained by the variation in the background noise level data L 90 (Montgomery and Runger, 1999), indicating that the background noise level is dominated by the noise of road traffic. Tang and Chu (2001) pointed out that the scattering of noise data reflect the randomness of noise level fluctuations in the outdoor environment. In addition, high scatter of noise data can be attributed to the sensitivity of L eq noise levels to other sources of noise and short-duration noisy events.…”
Section: Resultsmentioning
confidence: 99%
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“…This coefficient indicates that a high percentage of the equivalent continuous noise level L eq can be explained by the variation in the background noise level data L 90 (Montgomery and Runger, 1999), indicating that the background noise level is dominated by the noise of road traffic. Tang and Chu (2001) pointed out that the scattering of noise data reflect the randomness of noise level fluctuations in the outdoor environment. In addition, high scatter of noise data can be attributed to the sensitivity of L eq noise levels to other sources of noise and short-duration noisy events.…”
Section: Resultsmentioning
confidence: 99%
“…For non-constant noise source, the equivalent continuous sound level L eq is generally reported to represent the constant noise level containing the same quantity of sound energy over a time period as the actual varying noise level (Georgiadou et al, 2003). The equivalent continuous noise level L eq is related to the statistical noise level L 10 by the following empirical relationship (Nelson, 1987;Tang and Chu, 2001;Piccolo et al, 2004): Background noise level data L 90 reported in Tables II and III and equivalent continuous noise level L eq calculated from the above equation were correlated to investigate the presence of a relationship between the two types of noise data. Figure 10 presents the relationship between measured day-time and night-time statistical background noise level (L 90 ) and the calculated equivalent continuous noise level L eq without barrier in 28 locations in the City of Amman.…”
Section: Resultsmentioning
confidence: 99%
“…While the noise level difference between L50 and Leq was 0.2 dBA in the garden of the institution, this difference was 5.3 dBA due to traffic noise in the street. Also, L10 and L5 define the noise peaks, and the difference L10-L90 defines the noise fluctuations or noise climate [38,39]. The difference L10 -L90 and Leq represents as the sum of the noise pollution level, and defines the degree of annoyance that is caused by fluctuating noise [40].…”
Section: Resultsmentioning
confidence: 99%
“…(These ad hoc arguments could preclude statistical normality but cannot statistically affirm normality.) #7 Non-Gaussian -In the early 2000s, [18] presented noise level datasets that are close to log-tanh distributed (thus implicitly not Gaussian), according to only subjective inspection of data graphs but without any rigorous statistical testing. #8 Gaussian occasionally -Also in the early 2000s, [33] presented noise-level empirical datasets measured near the facade of buildings of unspecified heights, with a conclusion that some of these datasets are possibly Gaussian, based simply on visual inspection of (i) scatter plots of those datasets' sample noise-climate and sample variance -by checking if the scattered points (on the "noise-climate / variance" plane) lie in the subregions allowed by Gaussian distributions; (ii) scatter plots of the empirical datasets' sample kurtosis and sample skewness -by checking if the scattered points (on the "kurtosis-skewness" plane) lie in the subregions allowed by Gaussian distributions.…”
Section: B Roadway Sound-level Distribution's Empirical Normality -A ...mentioning
confidence: 99%