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polarizing prisms which offer a large angular separation between the emerging beams One of the rst polarizers to ally TIR to birefringence was invented by Nicol (1829) in 1828 It used the birefringence of calcite and rejected one of the resulting components of the incoming beam by TIR and absorption The Nicol prism has been described in many earlier textbooks on optics and, as it has been superseded by other and much better polarizers, it will not be discussed here Its main defects are that its entrance and exit faces are inclined to the optical path of the beam, and that the transmitted component is displaced laterally and is slightly elliptically polarized The acceptance angle of the Nicol is of the order of 25 A commonly used polarizing prism is the Glan Foucault type (see Figure 64) in which the light enters and leaves normally to the entrance and exit faces, these being parallel to each other Here, the optic axes of the two calcite prisms are parallel to the entrance and exit faces, and TIR is achieved by using an air gap instead of cement This allows the prism to be used in the ultraviolet, but restricts the acceptance angle to about 7 The angle of the prism is approximately 38 5; the transmitted component is again the e-ray This type of prism has the disadvantage that the transmitted intensity of the utilized component is low ( 05) because of the multiple re ection losses at the calcite air calcite interfaces It has been shown by Archard & Taylor (1948) that the prism can have improved transmittance of approximately 090 by having the optic axis of the components parallel to the entrance face, i e at right angles to the original Glan Foucault design Their design is quite economical in the use of calcite when cut from the original crystal rhomb If ultraviolet transmission is not important, the angular acceptance of the Glan Foucault polarizer can be improved ( 40 ) by using a cement layer instead of an air gap This is done, however, at the expense of increasing the length-to-width ratio and involves wasteful cutting of calcite crystals Many of the old designs of prism can be adapted so that both of the resolved components can be utilized Other prisms relying on birefringence and TIR have also been constructed speci cally with this in mind Figure 65 illustrates such a design This compound prism is made up of two pieces of calcite, cemented with a non-birefringent material whose refractive index is as close as possible to the ordinary refractive index of calcite The component prisms are ut so that their.

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Compressibility algorithm. ECC200 Decoder In VS .NET Using . Considering A = {2} gives c({2}, {0}) = 1 > c({2},{1, 3, 6}) = 1 > c({2},{2, 4, 5, 7}) = 0 < So object 2 is added to the -positive region as it is a -subset of {2, 4, 5, 7} (and is in fact a traditional subset of the equivalence class). or A = {1, 6, 7}, a more interesting case is encountered: c({1, 6, 7}, {0}) = 1 > c({1, 6, 7}, {1, 3, 6}) = 0.3333 < c({1, 6, 7}, {2, 4, 5, 7}) = 0.6667 > Here the objects 1, 6, and 7 are included in the -positive region as the set {1, 6, 7} is a -subset of {1, 3, 6}. Calculating the subsets in this way leads to the following -positive region: POSR, (X) = {1, 2, 3, 5, 6, 7} Compare the region above with the positive region generated previously: {2, 3, 5}. Objects 1, 6, and 7 are now included due to the relaxation of the subset operator. Consider a decision table (U, C D), where C is the set of conditional attributes and D the set of decision attributes. The -positive region of an equivalence relation Q on U may be determined by POSR, (Q) =. NET Control to generate, create barcode image in NET applications.Related: Print Codabar .NET , .NET ITF-14 Generator , Interleaved 2 of 5 Generator .NET

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