Interferometric Measurement Of A Concave φ Polynomial Zernike Mirror Abstract. we report on the surface figure measurement of a freeform, φ polynomial (zernike) mirror for use in an off axis, reflective imaging system. the measurement utilizes an interferometric null configuration that is a combination of subsystems each addressing a specific aberration type, namely, spherical aberration, astigmatism, and coma. Interferometric measurement of a concave, φ polynomial, zernike mirror kyle fuerschbach,1,* kevin p. thompson,2,1 and jannick p. rolland1 1the institute of optics, university of rochester, 275.
Pdf Interferometric Measurement Of A Concave φ Polynomial Zernike We report on the surface figure measurement of a freeform, φ polynomial (zernike) mirror for use in an off axis, re . flective imaging system. the measurement utilizes an interferometric null. 5. the surface figure measurement of a freeform, φ polynomial (zernike) mirror for use in an off axis, reflective imaging system using an interferometric null configuration addressing spherical aberration, astigmatism, and coma is reported on. we report on the surface figure measurement of a freeform, φ polynomial (zernike) mirror for use in. Interferometric measurement of a concave, φ polynomial, zernike mirror fuerschbach, kyle. Europe pmc is an archive of life sciences journal literature.
Geometry Configuration Of An Interferometric Measurement Download Interferometric measurement of a concave, φ polynomial, zernike mirror fuerschbach, kyle. Europe pmc is an archive of life sciences journal literature. The first 28 zernike polynomials are depicted in fig. 6. when controlling the dm using zernike polynomials one can ensure that no tilt is induced by the dm simply by setting to zero the coefficients with indices \(2\) and \(3\). figure 6: table of the first 28 zernike polynomials [11]. Interferometric measurement of a concave, φ polynomial, zernike mirror kyle fuerschbach, kevin p. thompson, and jannick p. rolland opt. lett. 39 (1), 18 21 (2014) view: html | pdf.
Left Panel Shows The Moment Amplitude Of The First Zernike Polynomial The first 28 zernike polynomials are depicted in fig. 6. when controlling the dm using zernike polynomials one can ensure that no tilt is induced by the dm simply by setting to zero the coefficients with indices \(2\) and \(3\). figure 6: table of the first 28 zernike polynomials [11]. Interferometric measurement of a concave, φ polynomial, zernike mirror kyle fuerschbach, kevin p. thompson, and jannick p. rolland opt. lett. 39 (1), 18 21 (2014) view: html | pdf.
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