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Bayesian Statistical Models for Community Annoyance Survey DataThis paper demonstrates the use of two Bayesian statistical models to analyze single-event sonic boom exposure and human annoyance data from community response surveys. Each model is fit to data from a NASA pilot study.Unlike many community noise surveys, this study used a panel sample to collect multiple observations per participant instead of a single observation. Thus, a multilevel (also known as hierarchical or mixed-effects) model is used to account for the within-subject correlation in the panel sample data. This paper describes a multilevel logistic regression model and a multilevel ordinal regression model. The paper also proposes a method for calculating a summary dose-response curve from the multilevel models that represents the population. The two models’ summary dose-response curves are visually similar. However, their estimates differ when calculating the noise dose at a fixed percent highly annoyed.
Document ID
20205002980
Acquisition Source
Langley Research Center
Document Type
Reprint (Version printed in journal)
Authors
Jasme Lee
(National Institute of Aerospace Hampton, Virginia, United States)
Jonathan Rathsam
(Langley Research Center Hampton, Virginia, United States)
Alyson Wilson ORCID
(North Carolina State University Raleigh, North Carolina, United States)
Date Acquired
June 1, 2020
Publication Date
April 13, 2020
Publication Information
Publication: The Journal of the Acoustical Society of America
Publisher: Acoustical Society of America
Volume: 147
Issue: 4
Issue Publication Date: April 1, 2020
ISSN: 0001-4966
Subject Category
Acoustics
Funding Number(s)
WBS: 110076.02.07.02.03
CONTRACT_GRANT: 80NM0018D0004
Distribution Limits
Public
Copyright
Portions of document may include copyright protected material.
Technical Review
NASA Technical Management
Keywords
Musical instruments
Acoustic modeling
Simulation and analysis
Shock waves
General procedures and instrumentation
Aircraft
Statistical models
Computer simulation
Regression analysis
Deviance information criterion
Statistical mechanics models
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