Zobrazeno 1 - 10
of 11
pro vyhledávání: '"William G. Bridges"'
Publikováno v:
Process Safety Progress. 41:261-275
Autor:
William G. Bridges, Arthur M. Dowell
Publikováno v:
Process Safety Progress. 41:52-65
Autor:
Josh R. Weaver, William G. Bridges, Philip J. Brown, Lambert B. McCarty, Virgil L. Quisenberry, L. Ray Hubbard
Publikováno v:
International Turfgrass Society Research Journal. 14:480-486
Autor:
Lambert B. McCarty, Josh R. Weaver, William G. Bridges, Virgil L. Quisenberry, Philip J. Brown, L. Ray Hubbard
Publikováno v:
International Turfgrass Society Research Journal. 14:539-543
Autor:
William G. Bridges, Arthur M. Dowell
Publikováno v:
Process Safety Progress. 35:349-359
This article shows how to apply the qualitative definition of IPLs within the setting of a process hazard analysis (PHA) to get most of the gain from Layer of Protection Analysis (LOPA) without doing a LOPA (without using numerical values). The artic
Publikováno v:
Process Safety Progress. 28:374-378
Layer of protection analysis (LOPA) is a semiquantitative tool for analyzing and assessing process risk. The tool has grown greatly in popularity and usefulness since the publication of the first CCPS/AIChE guidebook on the subject, Layer of Protecti
Autor:
William G. Bridges
Publikováno v:
Process Safety Progress. 13:23-29
Process safety management (PSM) is a relatively new phrase that encompasses many activities for controlling process-related hazards in the workplace. These activities (also called PSM elements) have been maturing at different rates over the past two
Autor:
William G. Bridges, Tony Clark
Publikováno v:
Process Safety Progress.
This article writen by one of the originators of LOPA, focuses on problems observed with LOPA. One the biggest issues is that organizations use LOPA without following the rules for LOPA, especially the rules related to maintaining, testing, and recor
Publikováno v:
Journal of Combinatorial Theory, Series A. 31(2):155-174
Autor:
Earl S. Kramer, William G. Bridges
Publikováno v:
Journal of Combinatorial Theory. 8:343-349
Let S1, …, Sn, n>1, be subsets of an n-set S where |Si|>λ≥1 and |Si∩Sj|=λ for i≠j. Then our configuration is either a symmetric block design, with possible degeneracies, or what Ryser [3] has called a λ-design. A λ-design has the remarkab