PROBABILISTIC APPROACH TO SELECTING A REASONABLE MINIMUM SAMPLE OF ROOMS FOR ASTM E-336 TESTING

Authors

  • Andrew Bell RWDI
  • Aaron Haniff RWDI
  • Russ Lewis RWDI
  • Christian Reuten RWDI

Abstract

Faced with the potential of assessing compliance of 10,000 rooms within a new building complex, a statistical approach was developed to minimize the number of partitions to be ASTM E-336 tested.  The building was constructed with various wall STCs ranging from STC 45 through STC 65+.  Testing was designed primarily for wall constructions of STC 50 and STC 55 as they dominate the number of construction types.  In addition to assessing compliance, the testing program was devised to find chronic deficiencies in the wall constructions during the build to result in immediate improvements in construction practices.  Partitions to be tested were selected to include samples of different partition constructions, configurations, and sizes, as well as different room types, and were selected as randomly as possible spread evenly throughout the complex.  The random element in selecting partitions is essential to assess workmanship of different construction crews, and is also important for maintaining the integrity of the statistical prediction process discussed below.

A probability theory method was used to evaluate the results of field-measured ASTC versus the design STC requirements. This method includes a technique for assessing the results of remediating partitions that initially fail the criterion described above, and the subsequent remediation of similar partitions and adjustment of construction practices going forward.  The statistical approach is designed to quantify the fraction of partitions that are rated a “Pass” for each round of testing and to compare the results to previous testing samples.  The statistical analysis then provides a means of estimating the overall expected “Pass/Fail” rate for all partitions within the complex.  The goal was to have a target % of total partitions to achieve the targeted ASTC rating.  This level of performance is also achieved with a specific level of statistical confidence certainty.  Testing of the complex was completed through an iterative process using the above approach until the set criteria were met.

Published

2017-08-20

How to Cite

1.
Bell A, Haniff A, Lewis R, Reuten C. PROBABILISTIC APPROACH TO SELECTING A REASONABLE MINIMUM SAMPLE OF ROOMS FOR ASTM E-336 TESTING. Canadian Acoustics [Internet]. 2017Aug.20 [cited 2021Apr.14];45(3):42-3. Available from: https://jcaa.caa-aca.ca/index.php/jcaa/article/view/3109

Issue

Section

Proceedings of the Acoustics Week in Canada