Publication: Discharge Flow Rate Change Under Rainy Conditions on Urban Motorways
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Faculty of Transport and Traffic Sciences
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Abstract
Queue discharge flow is the most frequently observed phenomenon on urban motorways when demand exceeds capacity. Once a queue is formed, congestion arises, and the number of vehicles that can pass from downstream reduces. This reduction phenomenon is defined as the capacity drop and calculated by taking the difference between capacity and discharge flow at a road section. Obviously, this capacity drop exists after an onset of congestion and may increase in relation to weather conditions, such as rain, snow, or fog, which cause longer queues and delays. In this paper, the effect of rain on discharge flows is investigated and compared with sunny days on Istanbul urban motorways. Besides, rain precipitation during congestion is considered and related to discharge flow. Four different motorway sections were analyzed, and up to 37% discharge flow reduction was determined between sunny and rainy conditions. Motorway sections with higher free flow speed (FFS) were found to be more affected by rain, and discharge flow reduction was bigger compared to the section with the lowest FFS. For 1 mm/m2/h of precipitation, the discharge flow is estimated as 1,719 pcu/h/lane when FFS is 84 km/h, and as 1,560 pcu/h/lane if FFS is 104 km/h.
Description
Journal or Series
Promet - Traffic&Transportation
ISSN
0353-5320
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OPEN
Keywords
capacity drop, Social Sciences, Transportation, Precipitation, motorway, Mechanics, Environmental science, Engineering, Congestion Pricing, Queue, Meteorology, Drop (telecommunication), Snow, rain effect, TA1001-1280, Geography, Physics, Understanding Attitudes Towards Public Transport and Private Car, Hydrology (agriculture), Geology, Traffic Flow Prediction and Forecasting, Building and Construction, FOS: Earth and related environmental sciences, Computer science, Programming language, Transportation engineering, Geotechnical engineering, Control and Systems Engineering, Physical Sciences, Telecommunications, discharge flow, Modeling and Control of Traffic Flow Systems, Traffic Flow, Flow (mathematics)