Microscope magnification introduction
Although many laboratories use microscopes, they lack the necessary professional expertise. They only understand how to use them, but they might not understand some simple common sense. Therefore, today's topic will be the magnification of microscopes. computational?
It's possible that some people will claim that this is a more difficult problem than it actually is.
Let's start with an example: the stereo microscope eyepiece is magnified 10 times, the zoom body's zoom range is 0.7X-4.5X, and the supplementary objective lens is magnified 2X. The stereo microscope's optical magnification is then 10 times 0.7 times 2 for the smallest magnification and 10 times 4.5 times 2 for the maximum magnification, giving a total optical magnification of 90 times. It ranges from 14 to 90 times. Of all, this is only the microscope host's actual magnification. The digital microscope magnification is the next step.
For instance, if a 1/3 microscope camera is utilized and the display is 17 inches in size, the digital magnification of the microscope camera in relation to the table below is 72 times. Based on the stereo microscope's above setup, the zoom body's calculation for digital magnification is as follows: 0.7X–4.5X for the zoom body and 2X for the additional objective lens. The camera eyepiece is 1 (it is not necessary to include the camera eyepiece's multiple in the calculation if it does not exist).Using the equation objective lens x camera x eyepiece x digital magnification, the minimum digital magnification is equal to 0.7 times 2 times 1 times 72, or The maximum digital magnification is 100.8 times, or 4.5 times 2 times 1 times 72, or 648 times. Digital magnification has a range of 100.8 to 648 times.
Two formulas will then show up in this scenario:
1. The eyepiece's magnification times the objective lens's magnification equals the overall optical magnification.
2. Digital total magnification is calculated as follows: objective lens X camera eyepiece X digital magnification.
