Nothing Special   »   [go: up one dir, main page]

Traffic Signals

You are on page 1of 6

TRAFFIC SIGNALS

Traffic signal is a control device to regulate traffic flow at an intersection by stop and
proceed.

Advantages

1. Increases traffic handling capacity


2. Reduce right angled collisions
3. Safe pedestrian crossing
4. Safe crossing of traffic
5. Reasonable speed is maintained
6. Economical than manual control
7. Quality of traffic stream is better.

Disadvantages

1. Possibility of rear end collision is increased.


2. Improper design will result in violation of signal.
3. Failure of signals may causes confusion

Terms used

Cycle : The time required for one complete sequence of traffic movement for all meeting
roads.

Phase : A part of cycle time allotted for traffic movement in one direction or a
combination of movement at same time

Phase 1-NS and SN

Phase 2 EW and WE E

Two phase system

S
Phase 1-NS

W Phase 2-EW

Phase 4 WE E

Phase 3-SN

Four Phase system

Types of signals

(1)Traffic signals

(a) Fixed time signal –Signal timing is constant


(b) Manually operated signal – Signal time is manually controlled based on traffic
(c) Traffic actuated signal – Signal timing is varied depending upon traffic on
different arms.

(2) Pedestrian signal

(3) Special signal

Signal coordination : Setting of different signals along a road .There are four
systems.

(a) Simultaneous system –All signals along a road shows same phase
(b) Alternate system – Adjacent signals show red and green
(c) Simple progressive system – Time schedule to allow continuous movement
(d) Flexile progressive system – All signals are traffic actuated and controlled by a
central computer.
DESIGN OF TRAFFIC SIGNALBY WEBSTERS METHOD

Data required

- Number of phases (n)


- Saturation flow of different phases (S1,S2,…Sn)
- Normal flow of each phase(q1,q2…qn)
- All red time for pedestrian crossing (R)
- The amber time for one phase =2sec

y1=q1/S1

y2=q2/S2

y3=q3/S3

…yn=qn/Sn

Y=y1+y2+y3+….yn

Lost time L=2n+R

Optimum cycle time Co=(1.5L +5)/(1-Y)

Green time for phase 1 G1 = (y1/Y) (Co-L)

Green time for phase 2 G2 =( y2/Y) (Co-L)

………Green time for phase n….Gn= (yn/Y)/(Co-L)

Problem 1

Two cross roads A and B have normal flows 800PCU/hr and 500PCU/hr respectively. The
saturation flows on A and B are 2500PCU/hr and 2000PCU/hr respectively. The all red time for
pedestrian crossing is 12sec. Design a two phase traffic signal by Webster method.

Solution

SA = 2500PCU/hr, SB =2000PCU/hr

qA= 800PCU/hr , qB=500PCU/hr

n=2

R=12sec

yA = qA//SA =800/2500= 0.32

YB =500/2000= 0.25
Y= yA + yB =0.57

L=2n+R = 2x2+12 =16sec

Co=(1.5L +5)/(1-Y) =(1.5x16+5)/(1-0.57) =29/0.43=67.4sec

G1 = (yA/Y) (Co-L)=(0.32/0.57)x(67.4-16) = 28.9sec

G2=(0.25/0.57) x(67.4-16) =22.5 sec

Cycle time=28.9+2+ 22.5+2+12= 67.4 sec

Phase diagram

28.9 sec 2 36.5 sec


G A RR R RRRRR PhaseA

 R   G  A  R Phase B
30.9 22.5 2 12

Problem 2

Two cross roads 1 and 2 meet at an intersection. The normal flows and saturation flows are
given below.

Direction NS SN EW WE

Normal flow 700 400 500 560

Saturation flow 2100 1600 1700 1800

The all red time for pedestrian crossing is 10sec. Design a two phase traffic signal by Webster
method.

Solution

SNS = 2100PCU/hr, SSN=1600PCU/hr SEW 1700 PCU/hr SWE=1800 PCU/hr

qNS = 700PCU/hr, qSN=400PCU/hr qEW 500 PCU/hr qWE=560 PCU/hr

n=2

R=10sec

YNS = qA/SA =700/2100= 0.33 YSN =400/1600 =0.25

YEW =500/17000= 0.29, YWE =560/1800= 0. 31


Y1= max (YNS , YSN) = max ( 0.33, 0.25) =0.33

Y2= max (YEw , YWE) = max ( 0.29, 0.31) =0.31

Y=Y1+Y2=0.33+0.31=0.64

L=2n+R = 2x2+10 =14sec

Co=(1.5L +5)/(1-Y) =(1.5x14+5)/(1-0.64) =72.2sec

G1 = (y1/Y) (Co-L)=(0.33/0.64)x(72.2-14) = 30sec

G2=(0.31/0.64) x(72.2-14) =28.2 sec

Cycle time=30+2+ 28.2+2+10= 72.2 sec

Phase diagram

30 2 40.2
          Phse 1

          Phase 2
32 28.2 2 10

Design of four phase signal

For four phase signal determine y1, y2, y3and y4.

Y=y1+y2+y3+y4

Then determine optimum cycle time Co= (1.5L +5)/(1-Y)

Find G1, G2, G3 and G4

Phase diagram contains four phases.

You might also like