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COAST. I ARTILLERY JOURNAL, - Air Defense Artillery

COAST. I ARTILLERY JOURNAL, - Air Defense Artillery

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UNIVERSAL MEASURING CAMERA 431<br />

I. THEORY OF THE MEASUREMENT OF THE INITIAL VELOCITY<br />

WITH THE UNIVERSAL MEASURING CAMERA<br />

By the equation, V= sit, we see that in measuring the velocity V<br />

there come into question the determination of two magnitudes the path<br />

s and the time t pertaining to it. Both are measured by the instrument.<br />

a. Measuring the Distance. In measurement of the distance, it is<br />

a question of determining the path passed over by the projectile from<br />

the photograph that has heen obtained. As soon as the location of the<br />

camera, as well as its optical axis, is known, one can compute the photographed<br />

length of the trajectory from the negative without the necessity<br />

of determining or indicating the limiting terminals of this distance<br />

A<br />

fig. t<br />

as is done with the Boulenge instrument. For this reason the photographic<br />

method admits of measuring the initial velocity at every desired<br />

angle of elevation.<br />

With the photographic measurement of the trajectory length we<br />

make use only of the same hypothesis that is used with the Boulenge<br />

apparatus: we assume that the path of the projectile shown in the<br />

photograph deviates only immaterially from a straight line within the<br />

limits shown. In this case, taking up the computation of the projectile's<br />

passage, one camera position is sufficient. It is necessary that the<br />

instrument have the required fittings for measuring the angles, which

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