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How is the blood-volume of an organism measured without killing it? NOTE: The blood-volume of an organism is defined as the total volume of blood present inside that organism.

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I guess it is possible with plethysmography. If someone confirms this I'll look for a detailed answer. –  zeller Apr 12 '12 at 6:12
Could this be done with radioisotopes? I'd imagine a set of scans from different angles could give a reasonable estimate of blood volume. –  Polynomial Apr 12 '12 at 18:57
Polynomial, can you please illustrate a bit more? –  balaka Apr 12 '12 at 20:15
@Polynomial, This seems to be it. tech.snmjournals.org/content/35/2/55.full –  bobthejoe Apr 16 '12 at 5:53
Yeah, that's kind of what I was thinking about. My method was a little less refined and involved a lot of "glowing area measurement", but it's essentially the same principle. –  Polynomial Apr 18 '12 at 17:34
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3 Answers 3

It is easy.

Method A, simple, is based on "counting the fish in the pond" method.

  1. Make rough estimate of amount of blood in the organism.
  2. Choose a component of blood that is replenished slowly [from liver or marrow etc]. That takes time to replenish. Red blood cells are probably OK. Some easily measurable and slowly replenished component of blood. Let's call this component of blood G.
  3. Take small blood sample and measure level of G, denote result G1.
  4. Drain N ml of blood, ands refill same amount back with infusion of normal saline.
    N can be taken as 10% of estimate of amount of blood.
  5. Take small blood sample, measure level of G, denote result G2.

G2 will be smaller than than G1.

Now from G1, G2, and N it is easy to calculate organism's amount of blood. You can derive exact formula yourself.

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How long would you wait between samples given that you would presumably have to wait for "G" to diffuse throughout the entire blood stream? –  Rory M Apr 14 '12 at 13:03
@Rory M: I would suspect diffusion in the blood stream to be almost negiglible. If I remember correctly it takes ~1 min for a complete recirculation of blood in a human, and for smaller animals it would be even less than that. –  nico Apr 14 '12 at 16:38
@Rory M: I'd expect minutes. Pharmacokinetics manual shall have answer to this. Wrt drugs administered intravenously, manual shall have the answer (speaking of humans of course). –  Andrei Apr 14 '12 at 19:09
Your model isn't very accurate since it depends on making a "rough estimate" of the amount of blood before making any measurements. That's a huge bias that can't be overcome later. I also think your suggestion of removing 10% of the estimated blood volume isn't commendable. What happens in a case where you over-estimated the blood volume? Your model works, but only for an estimation. I think you should provide the equation for any readers who aren't very mathy. –  CHM Apr 16 '12 at 3:59
@CHM, I believe that N doesn't need to any particular value. The dilution series will allow one to back-calculate what x% N consist of. –  bobthejoe Apr 16 '12 at 5:41
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Polynomial gives a good hint. By adding in a known tracer of known amount that should only circulate in the blood stream, the concentration of the tracer when completely distributed will give the volume of distribution.

Volume of Distribution

If the tracer only stays in the bloodstream (and that's a fairly large IF), then the VD will be equal to the VBlood. However, as many pharmacologists know, interactions with proteins and cells can skew that number. The blood volume is also reduced by the volume of the blood cells. However, using Andrei's method of dilution, one can merely swap the cell counts with the tracer concentration.

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You can use ultrasonography (echography) to measure blood flow.

From the blood flow measurements and vessel dimensions you can then determine blood volume!

If you want a full explanation on how blood flow is measured by Doppler ultrasonography, make sure you ask the question to the right people. They'll help you with the technicalities.

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I didn't downvote your answer, I'm not really in much of a position to judge it, but it does seem to be unnecessarily complicated. –  Ultimate Gobblement Apr 17 '12 at 12:28
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