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References

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  1. Nichols; Phys. Rev.,  4, p. 297; 1896.
  2. A. F. Gorton, Phys. Rev.,  7, p. 66; 1916.
    [Crossref]
  3. A. H. Pfund, Phys. Rev.,  22, 362; 1905.
  4. Hyde, Astro Phys.,  35, p. 237; 1912.
  5. Winkelmann, Handbuch der Physik; 2 Aufl., p. 1300.
  6. Ann. der Phys., u. Chem.,  35, p. 520; 1888.
  7. J. Walker; Analytical Theory of Light.

1916 (1)

A. F. Gorton, Phys. Rev.,  7, p. 66; 1916.
[Crossref]

1912 (1)

Hyde, Astro Phys.,  35, p. 237; 1912.

1905 (1)

A. H. Pfund, Phys. Rev.,  22, 362; 1905.

1896 (1)

Nichols; Phys. Rev.,  4, p. 297; 1896.

1888 (1)

Ann. der Phys., u. Chem.,  35, p. 520; 1888.

Gorton, A. F.

A. F. Gorton, Phys. Rev.,  7, p. 66; 1916.
[Crossref]

Hyde,

Hyde, Astro Phys.,  35, p. 237; 1912.

Nichols,

Nichols; Phys. Rev.,  4, p. 297; 1896.

Pfund, A. H.

A. H. Pfund, Phys. Rev.,  22, 362; 1905.

Walker, J.

J. Walker; Analytical Theory of Light.

Winkelmann,

Winkelmann, Handbuch der Physik; 2 Aufl., p. 1300.

Ann. der Phys., u. Chem. (1)

Ann. der Phys., u. Chem.,  35, p. 520; 1888.

Astro Phys. (1)

Hyde, Astro Phys.,  35, p. 237; 1912.

Phys. Rev. (3)

Nichols; Phys. Rev.,  4, p. 297; 1896.

A. F. Gorton, Phys. Rev.,  7, p. 66; 1916.
[Crossref]

A. H. Pfund, Phys. Rev.,  22, 362; 1905.

Other (2)

Winkelmann, Handbuch der Physik; 2 Aufl., p. 1300.

J. Walker; Analytical Theory of Light.

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Figures (5)

Fig. 1
Fig. 1

Arrangement for measuring reflecting power of polarized light for various angles of incidence in the infrared.

Fig. 2
Fig. 2

Reflecting power fused SiO2 light polarized || plane of incidence.

Fig. 3
Fig. 3

Extinction coefficient and index of refraction fused SiO2.

Fig. 4
Fig. 4

Reflecting power crystalline SiO2 plane of incidence perpendicular to optic axis light polarized perpendicular to plane of incidence.

Fig. 5
Fig. 5

Extinction coefficient and index of refraction crystalline SiO2.

Tables (2)

Tables Icon

Table 1 Table showing agreement between calculated and observed reflecting power.

Tables Icon

Table 2 Table of extinction coefficients and indices of refraction.

Equations (15)

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A = tan ( θ - r ) / tan ( θ + r ) ,
A 2 = ( v 2 ( 1 + x 2 ) cos 2 θ - 2 v cos θ + 1 ) / ( v 2 ( 1 + x 2 ) cos 2 θ + 2 v cos θ + 1 ) = R
1 + x 2 = ( 1 + R m ) / ( 1 - R m ) ,
v = [ 1 / cos θ m ] [ ( 1 + R m ) / ( 1 - R m ) ] .
A = tan ( θ - r ) / tan ( θ + r ) = ( sin 2 θ - sin 2 r ) / ( sin 2 θ + sin 2 r ) .
A = sin 2 θ - sin 2 a cosh 2 b - i cos 2 a sinh 2 b sin 2 θ + sin 2 a cosh 2 b + i cos 2 a sinh 2 b , A 2 = R = ( sin 2 θ - sin 2 a cosh 2 b ) 2 + ( cos 2 a sinh 2 b ) 2 ( sin 2 θ + sin 2 a cosh 2 b ) 2 + ( cos 2 a sinh 2 b ) 2 R = cosh 2 2 b + sin 2 2 a - cos 2 2 θ - 2 sin 2 θ sin 2 a cosh 2 b cosh 2 2 b + sin 2 2 a - cos 2 2 θ + 2 sin 2 θ sin 2 a cosh 2 b .
sin r = sin ( a + i b ) = sin θ / n = F sin θ e i s
sin a cosh b + i cos a sinh b = F sin θ e i s .
sin a cosh b = F sin θ cos s ,             cos a sinh b = F sin θ sin s .
sin a = ( A - B ) / 2
cosh b = ( A + B ) / 2
A 2 = 1 + F 2 sin 2 θ + 2 F sin θ cos s
B 2 = 1 + F 2 sin 2 θ - 2 F sin θ cos s .
cos s = [ ( 1 + F 2 ) / 2 F ] [ ( 1 - R ) / ( 1 + R ) ] .
1 + x 2 = 1 / cos 2 s . v = cos s / F .