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Understanding Neutron Radiography Reading V-Kodak Part 2 of 3

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Photographic Density<br />

Photographic density refers to the quantitative measure <strong>of</strong> film blackening.<br />

When no danger <strong>of</strong> confusion exists, photographic density is usually spoken<br />

<strong>of</strong> merely as density. Density is defined by the equation:<br />

D = log I o /I t<br />

where D is density, I o is the light intensity incident on the film and I t is the light<br />

intensity transmitted. The tabulation below illustrates some relations between<br />

transmittance, percent transmittance, opacity, and density. This table shows<br />

that an increase in density <strong>of</strong> 0.3 reduces the light transmitted to one-half its<br />

former value. In general, since density is a logarithm, a certain increase in<br />

density always corresponds to the same percentage decrease in<br />

transmittance.<br />

Charlie Chong/ Fion Zhang<br />

<strong>Radiography</strong> in Modern Industry. Rochester, NY: Eastman <strong>Kodak</strong> Co. 1980

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