Theoretical analysis of a compensator of the secondary longitudinal chromatic aberration

Jiří Novák; Antonín Mikš

doi:10.1364/AO.513943

Applied Optics
Vol. 63,
Issue 5,
pp. 1222-1230
(2024)
•https://doi.org/10.1364/AO.513943

Theoretical analysis of a compensator of the secondary longitudinal chromatic aberration

Jiří Novák and Antonín Mikš

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Jiří Novák and Antonín Mikš, "Theoretical analysis of a compensator of the secondary longitudinal chromatic aberration," Appl. Opt. 63, 1222-1230 (2024)

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Abstract

A theoretical analysis of an afocal compensator of the secondary longitudinal chromatic aberration is provided. Such a compensator is able to compensate for chromatic aberration of an achromatic optical system and make an apochromatic correction of the system. The parameters of the proposed chromatic aberration compensator are described and the principle is presented in examples.

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Data underlying the results presented in this paper are not publicly available at this time but may be obtained from the authors upon reasonable request.

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Glass 1	Glass 2	$n_{1 d}$	$n_{2 d}$	$ν_{1 d}$	$ν_{2 d}$	$P_{1 d C}$	$P_{2 d C}$	$K \cdot 10^{- 5}$
LAC7	S-LAL 7Q	1.651600	1.651600	58.4030	58.5000	0.3041	0.3062	0.89
K-LaK7	S-LAL 7Q	1.651600	1.651600	58.3000	58.5000	0.3040	0.3062	0.64
BAF11	S-BAH11	1.666718	1.666720	48.2990	48.3000	0.2973	0.2993	1.38
N-LAK12	S-LAL12Q	1.677900	1.677900	55.2000	55.3000	0.3024	0.3045	0.95
K-LaK12	S-LAL12Q	1.677900	1.677900	55.5000	55.3000	0.3020	0.3045	2.20
K-LaK9	N-LAK9	1.691000	1.691000	54.8000	54.7100	0.3020	0.3043	1.77
K-LaK9	LAC9	1.691000	1.691000	54.8000	54.6980	0.3020	0.3045	1.93
K-LaK9	S-LAL 9	1.691000	1.691002	54.8000	54.8000	0.3020	0.3041	1.32
K-LaK13	LAC13	1.693500	1.693500	53.4000	53.3420	0.3010	0.3038	2.03
K-LaK13	M-LAC130	1.693500	1.693500	53.4000	53.2030	0.3010	0.3034	2.29
K-LaK13	H-LaK6A	1.693500	1.693500	53.4000	53.3800	0.3010	0.3039	1.96
S-NBH51	E-LAF7	1.749505	1.749500	35.3000	35.0410	0.2944	0.2924	0.17
D-ZLaF52LA	K-VC89	1.810000	1.810000	40.9900	41.0000	0.2969	0.2990	2.00

$r$	$d$	Glass
298.231	9	BK7
−208.424	5	SF2
−718.891

$r$	$d$	Glass
$\infty$	17	K-LaK13
−34.000	3	LaC13
$\infty$

$r$	$d$	Glass
261.782	9	BK7
−225.590	5	SF2
−1063.576

$r$	$d$	Glass
$\infty$	5	K-LaK13
−22.000	1	LaC13
$\infty$

Abstract

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Equations (39)

Applied Optics