Chickscope Overview:
Questions About Doing Research
in the Classroom
Q: Is there some way to better explain what
the images are actually of? A more precise explanation
of where we are looking on the egg? [Question
submitted by a group of high school Chickscope
students]
A: I assume you mean that it is difficult to
interpret the images. That's certainly true, especially
if you only look at one at a time. You need to consider
how various structures would look if sliced in different
ways, then look for them in the other planes. Discard
images that are obviously corrupted by motion. It takes
a lot of patience. Looking at the chick as it develops
helps some, since it gives you an idea of how big things
should be, or whether they are bright or dark. To put
this in perspective, radiologists (doctors who look at
x-rays and MRIs every day) spend years practicing,
looking at thousands of films, before they make any
diagnoses on their own. And the subjects of their
pictures are generally cooperative (people will turn
sideways if you ask them to, for example, or hold
still). And they use very standardized poses for getting
the images. The chicken doesn't understand that. So your
job is actually harder, and you have had less
practice.
A possible classroom exercise:
Make a montage of images, one from each day, at the
same location in the egg. A good start would be side
views at offset 0. Make sure each picture has the same
field of view (same scale). Use the database to create
the montage, then print it out.
For more advanced students, estimate the relative
volumes of the various compartments (albumen, yolk,
amnion) and make graphs (volume vs. time). The volume
can be estimated crudely by tracing the pictures onto
graph paper and counting squares; by cutting out the
compartments with scissors from a printout, and weighing
the individual pieces (good balance needed for this); or
with computer software such as NIH Image that allows
measurements on the screen. For really advanced
students, repeat the measurement above using several
slices at different positions and summing for each
compartment to get an "integrated" volume. (Good for
calculus students.) This should be a bit more
accurate.
Please check out the MRI Database for images.