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then be evaluated from the resulting interferograms. Different parts of the reference surface are used for the sheared and unsheared interference patterns, but if the reference surface is accurately spherical, this does not introduce any error. 7.1.3. Double Passing for Increased Accuracy The accuracy with which measurements can be made with a conventional two-beam interferometer is determined by the precision with which a local fringe displacement Q can be estimated as a fraction of Q, the average interfringe spacing. This precision is limited by the sinusoidal irradiance distribution in two-beam fringes. One method to obtain greater accuracy, which was discussed in 6, is multiple-beam interferometry. Double-pass interferometry (Hariharan and Sen, 1960a, 1961b) can also be used to advantage in some cases. Consider the double-pass Twyman-Green interferometer shown in Figure 7.6, and assume that the end mirrors M1 and M2 are normal to the original incident beams in the vertical plane, but make an angle equal to p=2 a with them in the horizontal plane, so that M1 and M0 2, the virtual image of M2 in the beam divider, make an angle 2a with each other. In this case, the only aberration term present is the odd tilt term, and from Eq. (7.1) the total optical paths of the four double-pass rays emerging from the interferometer at a distance x from the center of the eld in the horizontal plane are as follows: DAA0 D say winforms ean 128 EAN 128 / UCC 128 / GS1 - 128 Barcode Generator for Winforms .NET
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