University of Illinois at Urbana-Champaign

Measuring Length with TEM Images

  1. Open NIH Image.
  2. Go to the File menu, choose Import, select the TEM image desired, and click on Open. This should bring up the TEM image and a toolbar. Go to the toolbar and select the line selection tool. (It is the button fourth from the top next to the paintbrush. It looks like a dotted line.)
  3. By clicking and dragging the mouse, draw a line along the length of the TEM image to be measured. In the example below, the length of one of the gray spheres is being measured.

    Measuring the Grid

  4. Go to the menu bar, click on Analyze, choose Options, and make sure the box next to Perimeter/Length is checked. If it is not checked, click on the box to check it.
  5. Now go back to the menu bar and click on Analyze, but this time choose Measure. This should bring up a window titled Info. Sometimes the Info window is hidden behind other windows and so it is not visible. If this is the case, go to the menu bar, click on Windows, and select Info. This should make the Info window appear.
  6. In the Info window, look for the number next to the word Length. This is the length in pixels of the line drawn in Step 3. Write down or remember this number.
  7. This step will require a calculator. To convert the length obtained in Step 6 to nanometers, use the following formula:

    length(nm) = cf * length(pixels)

    where length(nm) is the length of the line from step 3 in nanometers, length(pixels) is the length of the same line in pixels, and cf is a conversion factor obtained from the table below.

Conversion Factors
Magnification Conversion Factor 95% confidence
500x 34.42 0.06
660x 26.72 0.08
870x 20.51 0.04
1150x 15.66 0.04
1500x 11.72 0.02
1500xLM 12.32 0.02
2000x 8.99 0.03
2750x 6.70 0.05
3800x 4.82 0.03
5000x 3.63 0.02
6600x 2.85 0.02
8800x 2.15 0.02
11500x 1.58 0.03
15000x 1.34 0.06
20000x 1.00 0.03
27500x 0.74 0.02
38000x 0.55 0.02
50000x 0.41 0.01
66000x 0.31 0.01

Please note that the conversion factors are different for different magnifications and that they vary linearly with the reciprocal of the magnification.

The 95% confidence level is equal to twice the standard deviation between measurements of the same image; 95% of all measurements made at a given magnification will deviate less than this amount from the pixel value quoted.

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