Where: i = exposure rate at time t I, = exposure rate at unit time t = time r = exposurebetween times t, and t,, where t; 210 seconds The decay of the residual radiation is expected to vary with device design. 10% For ex- — \ 103 aN n'* (ny) IN ‘\ 102 ~—==—Fission Products x . “ \ Copture-to-Fission Ratio=0.5 . ie (Reference 5) wn ‘\ a uJ NA NN Ee ~ £ © 1072 wo ‘N to73 : | SN os “, <J 1974 ~< sy 107 § Q { 2 3 4 ~ = 5 Distance from GZ, (0° yds Figure 1.) Graph of gamma exposure versus distance for a one kt surface burst. This illustration shows the contribution from fission-product gammas. ample, the presence of Np?38 would tend to decrease the absolute value af the decay exponent for a period of time. 1.3.3 .Absorption in Air. The absorption of unscattered gamma radiation in air is exponential with distance. From a point source of mono-~energetic radiztion, the variation of intersity with distance is expressed as: _yD Ip = te" /anv? Where: (1.2) Ip = intensity at distance D ly = source intensity u = total linear absorption coefficient (this coefficient generally decreases with increasing gamma energy) DN = distance 15