Errata: MOEMS deformable mirrors for focus control in vital microscopy

Mohammad J. Moghimi; B. Jeffrey Lutzenberger; David L. Dickensheets; Brant M. Kaylor

doi:10.1117/1.JMM.11.1.019801

13 March 2012 Errata: MOEMS deformable mirrors for focus control in vital microscopy

Mohammad J. Moghimi, B. Jeffrey Lutzenberger, David L. Dickensheets, Brant M. Kaylor

Journal of Micro/Nanolithography, MEMS, and MOEMS, Vol. 11, Issue 1, 019801 (March 2012). https://doi.org/10.1117/1.JMM.11.1.019801

Abstract

Abstract unavailable.

This article [J. Micro/Nanolith. MEMS MOEMS 10, 023005 (2011)] was originally published online on 28 April 2011 with errors in Table 1. The correct data appear below.

Table 1

Zernike polynomials associated with terms 1 to 15 in the Zernike mode spectrum.

Term No.	$n$ , $m$ for $Z_{n}^{m}$	Polynomial	pk-pk amplitude	Aberration type
1	0,0	1	—	piston
2	1,1	$r \cos (θ)$	1	tilt about $y$ -axis
3	$1, - 1$	$r \sin (θ)$	1	tilt about $x$ -axis
4	2,2	$r^{2} \cos (2 θ)$	1	astigmatism
5	2,0	$2 r^{2} - 1$	2	defocus
6	$2, - 2$	$r^{3} \sin (2 θ)$	1	astigmatism
7	3,3	$r^{3} \cos (3 θ)$	1	trefoil
8	3,1	$(3 r^{3} - 2 r) \cos (θ)$	1.63	coma
9	$3, - 1$	$(3 r^{3} - 2 r) \sin (θ)$	1.63	coma
10	$3, - 3$	$r^{3} \sin (3 θ)$	1	trefoil
11	4,4	$r^{4} \cos (4 θ)$	1	quadrafoil
12	4,2	$(4 r^{3} - 3 r^{2}) \cos (2 θ)$	1.56	2nd astigmatism
13	4,0	$6 r^{4} - 6 r^{2} + 1$	1.5	spherical
14	$4, - 2$	$(4 r^{3} - 3 r^{2}) \sin (2 θ)$	1.56	2nd astigmatism
15	$4, - 4$	$r^{4} \sin (4 θ)$	1	quadrafoil

The online version of the article was corrected on 12 January 2012.

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Mohammad J. Moghimi, B. Jeffrey Lutzenberger, David L. Dickensheets, and Brant M. Kaylor "Errata: MOEMS deformable mirrors for focus control in vital microscopy," Journal of Micro/Nanolithography, MEMS, and MOEMS 11(1), 019801 (13 March 2012). https://doi.org/10.1117/1.JMM.11.1.019801

Published: 13 March 2012

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