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|    sci.optics    |    Discussion relating to the science of op    |    12,750 messages    |
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|    Message 11,817 of 12,750    |
|    haiticare2011@gmail.com to All    |
|    Re: transmission through turbid media -     |
|    14 Apr 14 13:24:09    |
      >        > Wiki says that the volume fraction is about 45%, and an erythrocyte is        >        > about 6 or 8 microns across, so the mean free path is something like       >        >        >        > MFP ~ 6 um/(0.45)**1/ ~ 7 um,       >        >        >        > which is somewhat unrealistically generous since it ignores the volume        >        > taken up by the blood cells themselves.       >        >        >        > So your 1 mm of blood will scatter the light not once but over 100        >        > times. In other words, it's completely diffuse.              Phil, Thanks for your analysis of scattering. I wanted to return to this issue       of diffuse transmission to see what you think of the following analysis on a       photon per photon basis, involving superposition. We are looking for a number       about the presence        of absorbing particles, about 1% v/V, and the rbc's or their lysed ghosts, are       50%.              In one thought-picture is the light being elastically scattered through the        1 mm cuvette. Most is scattered out of the optical path that reaches the PD,       but some manages to get through, call it X number of photons.              In another picture, we have just a few absorbing particles present in a 1 mm       path along with above scenario. At 1% v/V, a photon NOT getting scattered will       encounter about 1 of these inelastic absorbers. And IF a photon gets through       the scattering media        to reach the PD, it also has had a chance of sncountering an absorber, call it       P.               So, the signal seen is X-P, where P has the signal information.               What do you think of this analysis?               TIA,       JB              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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