QUEUING MODELS FOR MULTIPLE CHAMBER LOCKS
Several models for predicting mean waiting time of river traffic at a multiple chamber lock were developed and tested. Mean waiting time predicted by the M/G/1 model differed significantly from observed times. Analysis of possible causes of failure of this model suggested a limited queue length M/G/1 model for one chamber, from which more accurate predictions were derived. For the two chamber system, an M/G/1 model with random batch size was developed. This model yields a lower bound for mean waiting time. These last two models can be used to predict system performance under various operating conditions. (Author)
- Published in Transportation Science, V10, N4, November 1976 and is also available from ESL.
University of California, BerkeleyOperations Research Center, 3115 Etcheverry Hall
Berkeley, CA United States 94720
- GLASSEY, C R
- Ross, S M
- Publication Date: 1976-9
- Pagination: 32 p.
- TRT Terms: Failure; Inland waterways; Inland waterways traffic; Locks (Waterways); Mathematical models; Queuing theory; Rivers; Ship pilotage; Shipping; Simulation; Traffic delays; Water traffic
- Uncontrolled Terms: Models
- Geographic Terms: Mississippi River
- Old TRIS Terms: Multiple operation; Queueing theory; River navigation; Simulated lock operation
- Subject Areas: Marine Transportation; Terminals and Facilities;
- Accession Number: 00145744
- Record Type: Publication
- Source Agency: National Technical Information Service
- Report/Paper Numbers: ORC-76-27 Res. Rpt.
- Contract Numbers: DAAG29-76-G-0042
- Files: TRIS
- Created Date: Jan 16 1977 12:00AM