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8
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D S. Moore, K T. Gahagan, J H. Reho, David J. Funk, S J. Buelow, R L. Rabie, and T. Lippert, Appl. Phys. Lett.78, 40 (2001).
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9
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85038344022
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is defined as the tangent inverse of the ratio of, -polarization reflectance amplitude to, -polarization reflectance amplitude. Δ is defined as the difference in phase shift upon reflection, see Eq. (1), between, and, polarizations
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Ψ is defined as the tangent inverse of the ratio of s-polarization reflectance amplitude to p-polarization reflectance amplitude. Δ is defined as the difference in phase shift upon reflection, see Eq. (1), between s and p polarizations.
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10
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0004040706
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E. D. Palik, Academic, San Diego, and, in, edited by, p
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Bennett, J.M.1
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Clearly, using a continuum code on a scale that approaches the atomic will yield qualitative results, but it is very useful for physical insights
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Clearly, using a continuum code on a scale that approaches the atomic will yield qualitative results, but it is very useful for physical insights.
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14
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85038288063
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edited by S. P. Marsh (University of California Press, Berkeley, 1980), p. 182
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LASL Shock Hugoniot Data, edited by S. P. Marsh (University of California Press, Berkeley, 1980), p. 182.
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15
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0000975451
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E. D. Palik, Academic, San Diego, in, edited by, p
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F. Gervais, in Handbook of Optical Constants of Solids II, edited by E. D. Palik (Academic, San Diego, 1991), p. 761.
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M. Bass, E. W. Van Stryland, D. R. Williams, W. L. Wolfe, McGraw-Hill, New York, See, for example, in, edited by, and, Chap. 27
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David J. Funk (unpublished)
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