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VISSIM 5.30-05 User Manual

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Non-Signalized Intersections<br />

responding stop line (red bar) stops any approaching vehicle (similar as a<br />

red signal).<br />

The current gap time (during simulation) is determined every time step by<br />

the time an approaching vehicle will require to reach the conflict marker<br />

(green bar) - provided that it continues traveling at its current speed. A<br />

vehicle located on the green bar is not considered by the current gap time. If<br />

the current gap time is less than the entry (defined for the conflict marker) the<br />

corresponding stop line (red bar) stops any approaching vehicle (similar as a<br />

red signal).<br />

Example<br />

conflict marker<br />

(headway = 10m)<br />

(gap time = 3.0s)<br />

stop line<br />

conflict area<br />

50 km/h<br />

(~ 14 m/s)<br />

10m<br />

49m<br />

The blue vehicle<br />

traveling on the main<br />

road at 50km/h (i.e.<br />

~14m/s) is 49m upstream<br />

of the conflict<br />

marker. The current<br />

gap time is 49m /<br />

14m/s = 3.5s. Thus<br />

the yellow vehicle<br />

(on the minor road)<br />

can still pass,<br />

because the min.<br />

gap time is set to<br />

3.0s.<br />

conflict marker<br />

stop line<br />

conflict area<br />

<strong>User</strong> <strong>Manual</strong> © PTV AG 2011 259<br />

10m<br />

28m<br />

The blue vehicle is<br />

now only 28m away<br />

from the conflict<br />

marker. The current<br />

gap time is 28m / 14<br />

m/s = 2s. Because<br />

the min. gap time is<br />

set to 3.0s the<br />

yellow vehicle must<br />

stop.<br />

conflict marker<br />

stop line<br />

conflict area<br />

10m<br />

The blue vehicle<br />

has just passed the<br />

conflict marker. The<br />

current gap time is<br />

0s because the<br />

vehicle front has<br />

already passed the<br />

conflict marker. But<br />

because the min.<br />

headway is set to<br />

10m the yellow<br />

vehicle still needs to<br />

wait until the conflict<br />

area is cleared<br />

completely.<br />

In order for a vehicle not to stop at the stop line, the conditions of all<br />

corresponding conflict markers need to be satisfied (logical “AND” condition).

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