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Mtf data often takes the slice of mtf space h (x,0). In the specification description of a lens or camera, what we usually see is a one-dimensional mtf curve, that is, the change curve of mtf value with spatial frequency f. This is because of: Symmetry: For most well-designed optical systems. Mtf provides a powerful tool to analyze image sharpness. If we go back to the example at the beginning of this section, Figure 6.16, and study the mtf of the two systems that generated the images, it becomes immediately clear why they contribute to the difference (see Figure 6.20). in low space. Mtx and mtf refer to two different gender conversion pathways, representing "male to female" and "female to male" respectively. During the mtx procedure, a person who was born male undergoes a medical procedure.
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