Problems - 41.8 | 20. Trafic Signal Design - I | Transportation Engineering - Vol 2
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41.8 - Problems

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Interactive Audio Lesson

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Effective Green Time

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Teacher
Teacher Instructor

Let's delve into the concept of effective green time. Effective green time, denoted as g, is the total time the signal is actually green for vehicles to move, accounting for start-up and clearance lost times. Can anyone recall how we define effective green time?

Student 1
Student 1

Isn't it G + Y - L, where G is the green time, Y is the yellow time, and L is the lost time?

Teacher
Teacher Instructor

Exactly right! Effective green time helps us measure how much time is available for cars to pass through an intersection. Now, if we have G as 30 seconds and Y as 5 seconds, with lost time being 3 seconds, what would that make effective green time?

Student 2
Student 2

That would be 30 + 5 - 3, which equals 32 seconds.

Teacher
Teacher Instructor

Correct! Always remember, g is crucial for calculating lane capacities. Great job!

Saturation Flow Rate

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Teacher
Teacher Instructor

Now, let's discuss saturation flow rate. The saturation flow rate, denoted as s, is the maximum rate at which vehicles can pass through an intersection per lane during green time. What factors do you think affect saturation flow rate?

Student 3
Student 3

I believe it depends on the headway and possibly the type of vehicles passing through?

Teacher
Teacher Instructor

Spot on! The saturation headway, which is the time interval between successive vehicles passing a point, is key here. If we assume a saturation headway of 2.0 seconds, how would we calculate the saturation flow rate in vehicles per hour?

Student 4
Student 4

We would use the formula: s = 3600/h, so that would be 3600/2, which equals 1800 vehicles per hour.

Teacher
Teacher Instructor

Excellent work! This rate helps us determine how many vehicles can safely go through at peak times.

Cycle Length Calculation

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Teacher
Teacher Instructor

Let's move on to cycle length. The cycle length is critical in signal timing and traffic flow management. How do you think we derive this calculation?

Student 1
Student 1

Is it based on the total lost time and effective green time?

Teacher
Teacher Instructor

Correct! The cycle length can be derived using the formula: C = (N * t)/(1 - V/C) for N phases. If we are given start-up lost time of 2 seconds for 2 phases, how would you express this?

Student 2
Student 2

That means we have a total lost time of 4 seconds, which influences the cycle length for each phase.

Teacher
Teacher Instructor

Exactly! Cycle length is crucial for ensuring that we don't experience traffic bottlenecks.

Introduction & Overview

Read summaries of the section's main ideas at different levels of detail.

Quick Overview

This section provides problems that require applying traffic signal design concepts.

Standard

In this section, various problems are presented that test the understanding of traffic signal design principles, such as calculating capacity, cycle length, and effective green time, allowing for practical application of the theory discussed in the chapter.

Detailed

Problems in Traffic Signal Design

This section elaborates on the challenges faced in traffic signal design through specific problems that require application of theoretical principles. Problems discussed cover scenarios such as calculating effective green time, start-up and clearance lost times, saturation flow rates, and ultimately, the capacity of signalized movements. The formulation of these problems is aligned with prior content discussed in the chapter, ensuring a comprehensive focus on the practical application of traffic signal design concepts, including key calculations for determining capacity and cycle length in traffic scenarios.

Key Concepts

  • Effective Green Time: The time a signal is green minus start-up and clearance lost times.

  • Saturation Flow Rate: Maximum vehicle passage rate through a signalized intersection.

  • Cycle Length: Duration for the entire series of traffic signal phases.

  • Lost Time: Non-utilized time at an intersection.

Examples & Applications

If a signal has 30 seconds green time, 5 seconds yellow, and 3 seconds lost time, effective green time is 30 + 5 - 3 = 32 seconds.

With a saturation headway of 2 seconds, saturation flow rate can be calculated as s = 3600/2 = 1800 vehicles/hour.

Memory Aids

Interactive tools to help you remember key concepts

🎵

Rhymes

Green, yellow, red we see, time to move, wait patiently; lost time means pause, before we go, effective green helps our traffic flow.

📖

Stories

Imagine a busy city intersection where the lights help the cars decide when to move. Each light change is a dance, with cars swirling around but needing careful timing to avoid crashes. Ensure effective time is always calculated!

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Memory Tools

To remember the flow: G (green) + Y (yellow) - L (lost) = g (effective green).

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Acronyms

GYC - G - Green Time, Y - Yellow Time, C - Clearance Time.

Flash Cards

Glossary

Effective Green Time

The net amount of time that a traffic signal is green for vehicles, factoring in lost time.

Saturation Flow Rate

The maximum rate at which vehicles can pass through an intersection during a green signal.

Cycle Length

The total time taken to complete one full series of traffic signal indications.

Lost Time

Time during which an intersection is not effectively utilized for vehicle movement.

Reference links

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