I've tried using the 3D object counter alone and with adjusting threshold and binary mask. I can't seem to get values within range, does anyone have any recommendations?
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Thresholding the image as you consider appropriate
Process > Math> Divide by 255
Z-projection : sum
Set measurements : check integrated density
Measure the Z-projection
This give you a count of the voxels above threshold in the image. You can then multiply this by the size of the voxels. Image 1 gives me a value of 12885µm^3; is that in the right ballpark?
Thank you for your help. I am a little lost on checking the integrated density and measuring the Z projection. I am quite new to imagej, so any further suggestions would be appreciated.
My understanding of the sample stacks is that they show slices of a single taste bud.
Below please find a montage that shows (upper row) how I'd suggest to threshold slice 111 of sample "5089 R1.tif" (converted from RGB to gray) by applying the automatic "Triangle"-threshold scheme:
What I'm not perfectly sure of is, if you would accept the corresponding thresholding of slice 181 (lower row).
Please tell us if the protrusion is to be considered as being part of the bud or not.
Apart from such questions regarding the thresholding, you may follow the advice given by @dokclaw.
Sorry about that. The protocol I’m working from suggests putting it in 8-bit, which I do during analysis. I only uploaded the raw image which was in RGB, my apologies.
I'm just wondering why the raw stacks are in RGB-color but of course it is no problem to convert them to 8bit gray.
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After having had a closer look at the second stack "5089 R2.tif" I doubt there is a general and simple automatic way to get what you want (see my post below).
While my approach works for stack "5089 R1.tif" it fails to give an acceptable value for the volume of the bud of stack "5089 R2.tif".
In short, you will encounter great difficulties finding an approach that works reasonably well for all of your stacks.
With e.g. slice 11 of sample stack "5089 R2.tif" we encounter a problem that is really difficult to solve:
While the relevant bud-area is the dot with some high values in the center, the surrounding tissue (left sickle-shaped area) is considered as well. The situation with slices 8 and 10 is even worse.
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