Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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At time ? = 0, when the border inspection station was scheduled to open, eight vehicles were
already waiting in a queue in front of an inspection booth. Vehicles continued to arrive at a rate
of 4 veh/minute. The officer did not start the inspection until ? = 4 minutes. When ?≥4 minutes,
the barrier was lifted and vehicles left at a rate of 7.5 veh/minute. Draw the vehicle arrival and
departure curves in the following graph. From the graph, determine the maximum queue length
and the time the queue disappears. Assume D/D/1 queuing.
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- At a specified point on a highway, vehicles are known to arrive according to a Poisson process. Vehicles are counted in 20-second s are intervals, and vehicle counts are taken in 120 of these time intervals. It is noted that no cars arrive in 18 of these 120 intervals. Approximate the number of these 120 intervals in which exactly three cars arrive.arrow_forwardMake a cumulative vehicle diagram and queue accumulation polygon based on the following field data collected from an approach at a signalized intersection, namely: 1. Cycle length = 72 seconds 2. Red interval = 30 seconds 3. Green interval = 42 seconds 4. Vehicle arival flow = 900 vehicles/hour %3D %3D 5. Saturation flow rate = 1800 vehicles/hour 6. Vehicle departures every 2 secondsarrow_forwardVehicles arriving at an intersection from one of the approach roads follow the Poisson distribution. The mean rate of arrival is 900 vehicles per hour. If a gap is defined as the time difference between two successive vehicle arrivals (with vehicles assumed to be points), the probability (up to four decimal places) that the gap is greater than 8 seconds isarrow_forward
- a) What is the length of the longest queue in vehicles? b) How many minutes after the crash occurs does the queue clear in mins?arrow_forwardF] Vehicles travel at constant speeds on a one-lane one-way street between sections X and Y. An observer located at point X observes the four vehicles passing point X during a period of 10 seconds. The speeds of the vehicles are measured as 45, 45, 40, and 30mph, respectively. Calculate the average flow, density, time mean speed, and space mean speed.arrow_forwardthe following data were taken on five vehicles travelling consecutively 1.5km portion of the NLEX. Vehicle Time(minute) 1 1.2 2 1.0 3 1.4 4 1.3 5 1.1 Determine the density of traffic in (Veh per km) 3.33 3.83 4.33 2.83arrow_forward
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