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Q2 Z2,(Q2) Z2(Q2) - Institute for Water Resources - U.S. Army

Q2 Z2,(Q2) Z2(Q2) - Institute for Water Resources - U.S. Army

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time required to stop a train from full speed is<br />

11' . V f /d = (4/3)V f , (5.28)<br />

where T d is in seconds. The distance traveled in such a deceleration<br />

is given by<br />

where D d is in feet.<br />

2 2 2<br />

A d = (1/2)dT d = V f /2d = (2/3)V f , (5.29)<br />

The deceleration figures produced by Equations (5.27) and (5.2S)<br />

are likely to be overestimates of actual deceleration time and dis-<br />

tance. This observation is based on actual braking tests reported<br />

in Hay. 12 The tests were per<strong>for</strong>med on a train consisting of fifty<br />

70-ton freight cars pulled by four 2,000-horsepower locomotives.<br />

The distance traveled in stopping from 60 miles per hour on various<br />

grades ranged . from about 900 feet to 1350 feet; the time required to<br />

stop varied from 20 seconds to about 28 seconds. Unless one were<br />

concerned with short trips involving many stops or slow-downs, it<br />

scams safe to omit calculations of deceleration times and distances<br />

in determining the time required to make a trip.<br />

Rail Linchaul Delays<br />

Introduction. In the general <strong>for</strong>m of the process function of<br />

a transport mode, there is a term to represent the time during which<br />

the unit is stopped. Sac Equations (3.8) - (3.10). In the case of<br />

barge tows, it was found convenient to disaggregate total delay time<br />

141

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