Problem 2: Incident Impact Analysis (Deterministic queue analysis) On a section of freeway, an accident occurs at 10:00am at point B. First, both lanes are blocked, then after 15 minutes, one lane is...

Complete answerProblem 2: Incident Impact Analysis (Deterministic queue analysis)<br>On a section of freeway, an accident occurs at 10:00am at point B. First, both lanes are blocked, then after 15 minutes, one lane is cleared.<br>A<br>8.8 miles<br>Traffic Sensor Data:<br>A: q = 2700 vph<br>B: one-lane open with q = 1500vph<br>B: two-lane open with q = 3600vph<br>Questions:<br>1. What is the queue size (# of vehicles) at 10:15?<br>2. At what time the queue stops increasing?<br>3. What is the max queue size?<br>4. Does max queue reach point A if average length of vehicle (plus spacing) is 30 ft?<br>5. If the second lane opens at 11:00, at what time queue is cleared?<br>

Extracted text: Problem 2: Incident Impact Analysis (Deterministic queue analysis) On a section of freeway, an accident occurs at 10:00am at point B. First, both lanes are blocked, then after 15 minutes, one lane is cleared. A 8.8 miles Traffic Sensor Data: A: q = 2700 vph B: one-lane open with q = 1500vph B: two-lane open with q = 3600vph Questions: 1. What is the queue size (# of vehicles) at 10:15? 2. At what time the queue stops increasing? 3. What is the max queue size? 4. Does max queue reach point A if average length of vehicle (plus spacing) is 30 ft? 5. If the second lane opens at 11:00, at what time queue is cleared?

Jun 11, 2022
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