Off-center aberrations in nonaligned systems

Rubin Gelles

doi:10.1364/JOSA.68.001250

Journal of the Optical Society of America
Vol. 68,
Issue 9,
pp. 1250-1254
(1978)
•https://doi.org/10.1364/JOSA.68.001250

Off-center aberrations in nonaligned systems

Rubin Gelles

Not Accessible

Your library or personal account may give you access

Get PDF
Email
Share
Get Citation
Copy Citation Text
Rubin Gelles, "Off-center aberrations in nonaligned systems," J. Opt. Soc. Am. 68, 1250-1254 (1978)

Export Citation
- BibTex
- Endnote (RIS)
- HTML
- Plain Text
Citation alert
Save article

Abstract

A simple extension of the paraxial ray trace to nonaligned systems is discussed. It is shown how to calculate third-order aberrations in the meridional plane for center field as well as upper and lower field. An example is given to illustrate a method of design and analysis.

Full Article | PDF Article

Corrections

Rubin Gelles, "Errata," J. Opt. Soc. Am. 69, 208_1-208 (1979)
https://opg.optica.org/josa/abstract.cfm?uri=josa-69-1-208_1

More Like This

Primary aberration contributions for curved Fresnel surfaces

Erwin Delano
J. Opt. Soc. Am. 68(10) 1306-1309 (1978)

Contributions to the Optics of Mirror Systems and Gratings with Oblique Incidence. II. A Discussion of Aberrations*

Gottfried R. Rosendahl
J. Opt. Soc. Am. 52(4) 408-411 (1962)

Transfer Function of an Optical System in the Presence of Off-Axis Aberrations

Richard Barakat and Agnes Houston
J. Opt. Soc. Am. 55(9) 1142-1148 (1965)

Previous Article Next Article

Cited By

You do not have subscription access to this journal. Cited by links are available to subscribers only. You may subscribe either as an Optica member, or as an authorized user of your institution.

Contact your librarian or system administrator
or
Login to access Optica Member Subscription

Figures (9)

You do not have subscription access to this journal. Figure files are available to subscribers only. You may subscribe either as an Optica member, or as an authorized user of your institution.

Contact your librarian or system administrator
or
Login to access Optica Member Subscription

Tables (3)

You do not have subscription access to this journal. Article tables are available to subscribers only. You may subscribe either as an Optica member, or as an authorized user of your institution.

Contact your librarian or system administrator
or
Login to access Optica Member Subscription

Equations (9)

You do not have subscription access to this journal. Equations are available to subscribers only. You may subscribe either as an Optica member, or as an authorized user of your institution.

Contact your librarian or system administrator
or
Login to access Optica Member Subscription

		Primary				Secondary
n	+1		−1		−1		+1
ϕ		0.125				−0.340
đ				6.0
y_d		0				0.724 798 8
θ		−0.100				0.008 032 2
y₀		0				1.2
nu₀	0		−0.200		−0.200		−0.377 632 8
y		0				0.475 201 2
nu	−0.100		−0.100		−0.208 032 2		−0.369 600 6

	n	+1		−1		−1		+1
	ϕ		0.125				−0.340
	đ				6.0
	y		2.0				0.5
Axial	nu	0		0.250		0.250		0.080
	u′ − u		−0.250				0.330
	u′/n′ − u/n		0.250				−0.170

	y_d		0				0.724 798 8
	θ		−0.100				0.008 032 2

	y₀		0				1.2
	nu₀	0		−0.200		−0.200		−0.377 632 8
Center	y		0				0.475 201 2
field	nu	−0.100		−0.100		−0.208 032 2		−0.369 600 6
	u′ − u		0.200				−0.577 632 8
	k		−0.8				−1.750 402 4
	Q		0				0.950 402 4
	I		0.2				0.222 816 4		Totals
	S		0.007 812 5				−0.002 314 1		0
	C		−0.006 25				0.004 050 6		0
	A		0.005				−0.007 090 3		0
	I²P		−0.005				0.016 880		0.011 80
	D		0				−0.017 136 0		−0.015 149 3
	$\bar{S}$		−0.007 812 5				0.002 314 1
	$\bar{C}$		0				0.002 199 4
	Ā		0				0.002 090 3
	$\bar{D}$		0				0.001 986 6

	y₀		0				1.32
	nu₀	−0.02		−0.220		−0.220		−0.438 432 8
Lower	y		0				0.595 201 2
field	nu	−0.120		−0.120		−0.228 032 2		−0.430 400 6
	u′ − u		0.240				−0.658 432 8
	k		−0.96				−1.995 250 9
	Q		0				1.190 402 4
	I		0.24				0.262 816 4		Totals
	C		−0.007 5				0.004 617 3		−0.000 128
	A		0.007 2				−0.009 212 6		0.001 266 6
	I²P		−0.007 2				0.023 484 6		0.016 284 6
	D		0				−0.028 476 2		−0.024 572 6
	$\bar{C}$		0				0.002 754 7
	Ā		0				0.003 279 2
	$\bar{D}$		0				0.003 903 6

	y₀		0				1.08
	nu₀	0.02		−0.180		−0.180		−0.316 832 8
Upper	y		0				0.355 201 2
field	nu	−0.08		−0.08		−0.188 032 2		−0.308 800 6
	u′ − u		0.16				−0.496 832 8
	k		−0.64				−1.505 554 0
	Q		0				0.710 402 4
	I		0.16				0.182 816 4		Totals
	C		−0.005				0.003 484 0		0.000 128
	A		0.003 2				−0.005 245 4		−0.000 877 5
	I²P		−0.003 2				0.011 363 4		0.008 163 4
	D		0				−0.009 211 0		−0.008 381 3
	$\bar{C}$		0				0.001 644 0
	Ā		0				0.001 167 9
	$\bar{D}$		0				0.000 827 9

	Third order	Corrected
đ	6.000	5.868 04
θ	0.4602°	0.6860°
y_d₂	0.724 80	0.710 53
Conic constant	3.768 17	3.896 95

		Primary				Secondary
n	+1		−1		−1		+1
ϕ		0.125				−0.340
đ				6.0
y_d		0				0.724 798 8
θ		−0.100				0.008 032 2
y₀		0				1.2
nu₀	0		−0.200		−0.200		−0.377 632 8
y		0				0.475 201 2
nu	−0.100		−0.100		−0.208 032 2		−0.369 600 6

	n	+1		−1		−1		+1
	ϕ		0.125				−0.340
	đ				6.0
	y		2.0				0.5
Axial	nu	0		0.250		0.250		0.080
	u′ − u		−0.250				0.330
	u′/n′ − u/n		0.250				−0.170

	y_d		0				0.724 798 8
	θ		−0.100				0.008 032 2

	y₀		0				1.2
	nu₀	0		−0.200		−0.200		−0.377 632 8
Center	y		0				0.475 201 2
field	nu	−0.100		−0.100		−0.208 032 2		−0.369 600 6
	u′ − u		0.200				−0.577 632 8
	k		−0.8				−1.750 402 4
	Q		0				0.950 402 4
	I		0.2				0.222 816 4		Totals
	S		0.007 812 5				−0.002 314 1		0
	C		−0.006 25				0.004 050 6		0
	A		0.005				−0.007 090 3		0
	I²P		−0.005				0.016 880		0.011 80
	D		0				−0.017 136 0		−0.015 149 3
	$\bar{S}$		−0.007 812 5				0.002 314 1
	$\bar{C}$		0				0.002 199 4
	Ā		0				0.002 090 3
	$\bar{D}$		0				0.001 986 6

	y₀		0				1.32
	nu₀	−0.02		−0.220		−0.220		−0.438 432 8
Lower	y		0				0.595 201 2
field	nu	−0.120		−0.120		−0.228 032 2		−0.430 400 6
	u′ − u		0.240				−0.658 432 8
	k		−0.96				−1.995 250 9
	Q		0				1.190 402 4
	I		0.24				0.262 816 4		Totals
	C		−0.007 5				0.004 617 3		−0.000 128
	A		0.007 2				−0.009 212 6		0.001 266 6
	I²P		−0.007 2				0.023 484 6		0.016 284 6
	D		0				−0.028 476 2		−0.024 572 6
	$\bar{C}$		0				0.002 754 7
	Ā		0				0.003 279 2
	$\bar{D}$		0				0.003 903 6

	y₀		0				1.08
	nu₀	0.02		−0.180		−0.180		−0.316 832 8
Upper	y		0				0.355 201 2
field	nu	−0.08		−0.08		−0.188 032 2		−0.308 800 6
	u′ − u		0.16				−0.496 832 8
	k		−0.64				−1.505 554 0
	Q		0				0.710 402 4
	I		0.16				0.182 816 4		Totals
	C		−0.005				0.003 484 0		0.000 128
	A		0.003 2				−0.005 245 4		−0.000 877 5
	I²P		−0.003 2				0.011 363 4		0.008 163 4
	D		0				−0.009 211 0		−0.008 381 3
	$\bar{C}$		0				0.001 644 0
	Ā		0				0.001 167 9
	$\bar{D}$		0				0.000 827 9

Abstract

Corrections

Cited By

Figures (9)

Tables (3)

Equations (9)

Journal of the Optical Society of America