Correcting spatial beam deformation

Information

  • Patent Grant
  • 9097896
  • Patent Number
    9,097,896
  • Date Filed
    Tuesday, May 24, 2011
    13 years ago
  • Date Issued
    Tuesday, August 4, 2015
    9 years ago
Abstract
The invention disclosed here teaches methods and apparatus for altering the temporal and spatial shape of an optical pulse. The methods correct for the spatial beam deformation caused by the intrinsic DC index gradient in a volume holographic chirped reflective grating (VHCRG). The first set of methods involves a mechanical mean of pre-deforming the VHCRG so that the combination of the deflection caused by the DC index gradient is compensated by the mechanical deformation of the VHCRG. The second set of methods involves compensating the angular deflection caused by the DC index gradient by retracing the diffracted beam back onto itself and by re-diffracting from the same VHCRG. Apparatus for temporally stretching, amplifying and temporally compressing light pulses are disclosed that rely on the methods above.
Description
BACKGROUND OF THE INVENTION

1. Field of the Invention


The present invention relates to a method and apparatus for altering the temporal and spatial shape of an optical pulse. Pulse stretchers based on volume holographic chirped reflection gratings (VHCRG) are used for increasing the temporal length of an optical pulse prior to amplification by an optical amplifier. After amplification, the optical pulse is temporally recompressed by a pulse compressor in order to achieve a short duration pulse. During the process of stretching and compressing, the spatial shape of the pulse can be distorted by the volume grating. It is desirable to obtain a mean to produce a beam spatial profile that is clean, i.e. free of spatial distortion after the stretching and compression steps by diffraction from a chirped reflecting volume holographic grating.


Portions of the disclosure of this patent document contain material that is subject to copyright protection. The copyright owner has no objection to the facsimile reproduction by anyone of the patent document or the patent disclosure as it appears in the Patent and Trademark Office file or records, but otherwise reserves all copyright rights whatsoever.


2. Background Art



FIG. 1 illustrates a state-of-the-art pulse stretcher/compressor pair that produces a high power short pulse. A seed oscillator optical pulse 100 is collimated and directed to a pulse stretcher comprised of two dispersive diffraction gratings 110 and a pair of lenses positioned in between. The diffraction gratings 110 are placed one focal length away from the lenses. The stretched pulse 120 is amplified by an optical amplifier 130, whose output produces a high power stretched pulse 140. The high power long pulse is shortened by a compressor that uses two dispersive diffraction gratings 150. The output of the compressor is a short and intense pulse 160.


The compressor/stretcher based on dispersive grating are bulky due to the small angular dispersion that can be achieved. In contrast, a pulse stretcher/compressor based on non-dispersive volume holographic chirped reflection gratings (VHCRG) is several times smaller. FIG. 2 illustrates the concept. A seed oscillator optical pulse 200 is collimated and directed to a pulse stretcher that is comprised of a VHCRG. The input aperture is typically several square millimeters. The VHCRG can be made out of different thick holographic materials such as photo-thermal glass (PTR) or crystals which have a high peak power damage threshold. Commercial PTR VHCRG typically have several hundreds of MW/cm2 damage threshold for 20 ns pulses at 20 Hz repetition rate near 1 μm. FIG. 3 illustrates a damage threshold measurement for commercial PTR volume holographic material.


In PTR holographic glass, a small DC index change arises between the top and bottom of the VHCRG. Absorption of the recording beam during the recording process creates an uneven exposure in the direction of the recording beam throughout the thickness of the material. In holographic photo-thermo refractive glass for example, this exposure change creates a small DC index change of the order of 10−4.


The DC index change is related to the illumination exposure and thus along the thickness of the sample, the DC index change varies continuously. The DC index gradient affects the propagation of a collimated beam. FIG. 4 illustrates this effect. An undistorted collimated beam 400 with a beam size of the order of the thickness of the VHCRG 410 will be diffracted into beam 420 in the direction of the DC index gradient thus deforming the spatial profile of the incident beam. The output beam profile 430 is shown in FIG. 4. The extent of the angular deflection can be approximated by the following formula: α≈(∂n/∂z) L/n, where a is the deflection angle, (∂n/∂z) the index of refraction gradient, L the length of the VHCRG and n its average index of refraction. For example, the expected deflection angle in the case of an index gradient of 10−4/mm, length L of 30 mm and average index of 1.5 yields a deflection angle of 2 mrad. Because the diffracted beam propagates twice the length L of the VHCRG (by reflection), the total deflection angle becomes 4 mrad. After a free space propagation of only 25 cm, a 1 mm diameter pulse diffracted by the VHCRG will be elongated in one direction (the direction of the DC index gradient) by 1 mm. The extent of the oblong spatial beam profile of the diffracted beam 420 matches the above quantitative explanation. Although small, the effect on the spatial beam profile is detrimental for proper amplification of the stretched pulse. It is also detrimental when the recompressed pulse needs to be close to distortion free for applications such as but not limited to thin film photovoltaic scribing, precise machining and ablation.


In order to increase the time delay, while maintaining the same length VHCRG, a double pass configuration with a VHCRG is used. FIG. 5 illustrates the method. A seed oscillator optical pulse 500 is collimated and directed to a pulse stretcher that is comprised of a VHCRG 510 and a flat mirror 520. The angular positioning of the mirror is such that the diffracted beam is reflected and counter propagating. The double pass in the VHCRG 510 increases the time delay by a factor 2 with respect to the single pass configuration illustrated in FIG. 2. However, the beam distortion is amplified by a factor 2 as well. FIG. 6 illustrates this effect. The incident beam is diffracted by the VHCRG 600 and reflected by a flat mirror 610 to produce a counter-propagating beam which is in turn re-diffracted by the VHCRG 600 to produce beam 620. At each diffraction, the deflection increase towards the DC index gradient.


SUMMARY OF THE INVENTION

A method is proposed to correct for the spatial beam deformation caused by the intrinsic DC index gradient in a VHCRG.


The second set of methods involves a mechanical mean of pre-deforming the VHCRG so that the combination of the deflection caused by the DC index gradient is compensated by the mechanical deformation of the VHCRG. The first set of methods involves compensating the angular deflection caused by the DC index gradient by retracing the diffracted beam back onto itself and by re-diffracting from the same VHCRG. Apparatus for temporally stretching, amplifying and temporally compressing light pulses are disclosed that rely on the methods above.





BRIEF DESCRIPTION OF THE DRAWINGS

These and other features, aspects and advantages of the present invention will become better understood with regard to the following description, appended claims and accompanying drawings where:



FIG. 1 (prior art): pulse stretcher/compressor with dispersive diffraction grating.



FIG. 2 (prior art): pulse stretcher/compressor with non-dispersive volume holographic chirped reflective grating (VHCRG).



FIG. 3 (prior art): damage threshold measurement for a volume holographic photo-thermal glass.



FIG. 4 (prior art): illustration of the spatial beam distortion created by a DC gradient index in a photo-thermal volume holographic chirped reflective grating (VHCRG).



FIG. 5 (prior art): pulse stretcher/compressor with non-dispersive volume holographic chirped reflective grating (VHCRG) with double pass arrangement.



FIG. 6 (prior art): details of the double pass arrangement of FIG. 5.



FIG. 7: illustration of a compensated double pass arrangement with VHCRG to provide a distortion free diffracted beam.



FIG. 8: beam profile measurement of the diffracted beam using the method of FIG. 7.



FIG. 9: pulse stretcher/compressor apparatus with non-dispersive volume holographic chirped reflective grating (VHCRG) with double pass arrangement method of FIG. 7.



FIG. 10: illustration of a mechanical mean to pre-distort the VHCRG to provide a distortion free diffracted beam.



FIG. 11: three-dimensional rendition of the illustration in FIG. 10.



FIG. 12: Temperature dependence of the beam profile using the package of FIG. 10.



FIG. 13: detailed measurement of the beam profile at fine temperature increment using the package of FIG. 10.



FIG. 14: Spectral measurement of the VHCRG.



FIG. 15: illustration of an apparatus with uniform beam profile after pulse stretcher/amplification/compressor with two VHCRGs packaged according to FIG. 11.



FIG. 16: illustration of an apparatus with uniform beam profile after pulse stretcher/amplification/compressor with a single VHCRG packaged according to FIG. 11.





DETAILED DESCRIPTION OF THE INVENTION

In the following description of the present invention, reference is made to the accompanying drawings which form a part hereof, and in which is shown by way of illustration a specific embodiment in which the invention may be practiced. It is to be understood that other embodiments may be utilized and structural changes may be made without departing from the scope of the present invention.



FIG. 7 illustrates the method. A right angle mirror or right angle prism 710 replaces the flat mirror found in FIG. 6. The right angle mirror or right angle prism 710 retraces the diffracted beam 720 back onto itself to produce beam 730. During the first diffraction by the VHCRG 700, the beam is no longer collimated in the direction of the DC gradient. However, because the right angle mirror or right angle prism 710 reflects the diffracted beam 720 back onto itself irrespective of the collimation in the direction of the gradient index, the second diffraction recollimates the beam to provide an undistorted beam profile.



FIG. 8 shows the spatial profile resulting from using the method of FIG. 7. For the compressor, the orientation of the VHCRG is reversed with respect to input beam. The same right angle mirror or prism arrangement is used.


Another embodiment in the invention is the apparatus of FIG. 9 which is uses the embodiment above illustrated in FIG. 7 to provide a spatially clean beam after temporally stretching, amplifying and re-compressing the pulse.


A seed oscillator optical pulse 900 is collimated and directed to a pulse stretcher that is comprised of a VHCRG 910 and a right angle prism or right angle mirror 920. The distortion-free temporally stretched pulse 930 is amplified by an optical amplifier medium 940 which can be, but not restricted to a fiber amplifier or a free space amplifier. The amplified beam 950 is fed into a pulse compressor that is comprised of a VHCRG 960 and a right angle prism or right angle mirror 920. The VHCRG 960 is a stretcher used in reverse i.e. the chirp direction is reversed. A right angle prism or right angle mirror 970 is used as well to correct for the spatial distortion. This can be realized for example by cutting a VHCRG in two pieces and using one piece as a stretcher and the other as a compressor. The imperfection in the fabrication of the VHCRG stretcher such as the non-linearity of the chirp rate or chirp amplitude can then be corrected by the compressor with near identical imperfections. Beam 980 is a high power short pulse after temporal compression by the VHCRG compressor.


In another embodiment, a VHCRG 1010 is mechanically deformed by applying pressure on one or more points while the edges of the entrance and exit facets 1040 and 1050 of the VHCRG 1010 respectively are resting on a mount 1020. In general, any mechanical apparatus that provides bending in a direction approximately orthogonal to the incident light direction 1025 and in the direction of the gradient can be used. FIG. 10 shows an example only. A screw 1030 provides an adjustable mean for varying the pressure on the VHCRG and thus the amount of bending. The dimension of the mount 1020 may vary with the cross section and length of the VHCRG 1010. In general, consideration must be adequately taken to provide enough stiffness in the mount to enable bending the VHCRG. Experimentally, the incident distortion-free beam profile 1000 is diffracted by the VHCRG to produce a distortion-free stretched beam 1060. Due to the symmetry of the device, the compressor also produces a distortion-free beam. A three-dimensional rendition of the mount realized with the VHCRG 1100 in a mount 1120. A screw 1110 positioned approximately, but not restricted to, the middle of the mount 1120, can adjust the amount of stress (bending) applied to the VHCRG 1100. The packaged VHCRG of FIG. 11 has been tested a different temperature. The beam quality a three temperature, 11° C. (1200), 25° C. (1210) and 38° C. (1220) is shown respectively in FIG. 12. FIG. 13 shows more detailed measurement of the spatial beam width in two axis at finer temperature increments. The good beam quality of the temporally stretched, compressed beam using the packaged VHCRG of FIG. 11 is also demonstrated in FIG. 14. A lens 1400 collimates the output of a single mode fiber (not shown). The light source is a wide spectral band source (40 nm FWHM). The collimated beam 1410 is diffracted by the packaged VHCRG 1430. The diffracted beam 1440 has a spectral width which is equal to the spectral width of the VHCRG. A beam splitter 1420 picks off the diffracted beam 1440 and redirects it to a lens 1450 which focuses the light into a single mode fiber 1460. The output of the fiber 1460 is fed into a spectrometer 1470. The spectrum 1490 of the diffracted beam matches the spectral bandwidth of the VHCRG. The achieved coupling efficiency of 70% proves that the beam quality is near distortion-free.


Another embodiment in the invention is the apparatus of FIG. 15 which is uses the embodiment above illustrated in FIG. 10-14 to provide a spatially distortion-free beam after temporally stretching, amplifying and temporally re-compressing a pulse. A seed oscillator optical pulse 1500 is collimated and directed to a pulse stretcher that is comprised of a packaged VHCRG 1510 according to embodiments disclosed in FIGS. 10 and 11. The distortion-free temporally stretched pulse 1520 is amplified by an optical amplifier medium 1530 which can be, but not restricted to a fiber amplifier or a free space amplifier. The amplified beam 1540 is fed into a pulse compressor that is comprised of a packaged VHCRG 1550, according to embodiments disclosed in FIGS. 10 and 11. The packaged VHCRG 1550 is a stretcher used in reverse i.e. the chirp direction is reversed with respect to the stretcher. This can be realized for example by cutting a VHCRG in two pieces and using one piece as a stretcher and the other as a compressor. The imperfection in the fabrication of the VHCRG stretcher such as the non-linearity of the chirp rate or chirp amplitude can then be corrected by the compressor with near identical imperfections. Beam 1560 is a high power short pulse after temporal compression by the VHCRG compressor.


In yet another embodiment, A seed oscillator optical pulse 1600 is collimated and directed to a pulse stretcher that is comprised of a packaged VHCRG 1610 according to embodiments disclosed in FIGS. 10 and 11. The distortion-free temporally stretched pulse 1620 is amplified by an optical amplifier medium 1630 which can be, but not restricted to a fiber amplifier or a free space amplifier. The amplified beam 1640 is directed by a set of mirrors towards the opposite facet of the same VHCRG 1610. The temporally stretched beam 1640 is temporally compressed by the VHCRG 1610 to produce a high power short pulse beam 1650.


In all the embodiments above, the optical radiation whose temporal and spatial profile is altered can be produced, but not limited to, a semi-conductor laser, a solid state laser, a fiber laser in the range of 266 nm to 2.5 micrometers.

Claims
  • 1. A method for correcting spatial beam deformation comprising: resting a volume holographic chirped reflective grating on a mount;receiving an optical beam propagated in free space and directed at the volume holographic chirped reflective grating, the optical beam being temporally stretched, the volume holographic chirped reflective grating causing spatial beam deformation of the optical beam; andapplying mechanical pressure to the mounted volume holographic chirped reflective grating, the mechanical pressure being applied approximately from a middle of the mount and causing a bending of the volume holographic chirped reflective grating, the bending being in a direction approximately orthogonal to the optical beam and correcting the spatial beam deformation of the optical beam.
  • 2. The method of claim 1, further comprising adjusting the mechanical pressure applied to the mounted volume holographic chirped grating, the adjustment of the mechanical pressure corresponding to an amount of bending.
  • 3. The method of claim 1, further comprising testing the volume holographic chirped reflective grating by measuring quality of the optical beam diffracted by the volume holographic chirped reflective grating over a range of temperatures.
  • 4. The method of claim 1, wherein the volume holographic chirped grating comprises photo thermal glass and the mechanical pressure is applied using thermal binding.
  • 5. An apparatus for correcting spatial beam deformation comprising: a mount for holding a volume holographic chirped reflective grating, the volume holographic chirped reflective grating having an entrance facet and an exit facet, the entrance and exit facets each having an edge, the edges of the entrance and exit facets resting on the mount, wherein an optical beam propagated in free space and directed at the volume holographic chirped reflective grating is temporally stretched and wherein the volume holographic chirped reflective grating is determined to cause spatial beam deformation of the optical beam; anda structure, the structure applying mechanical pressure to the mounted volume holographic chirped reflective grating, the mechanical pressure causing a bending of the volume holographic chirped reflective grating such that the bending is in a direction approximately orthogonal to the optical beam and corrects the spatial beam deformation of the optical beam.
  • 6. The apparatus of claim 5, wherein the structure applying mechanical pressure is further used to adjust the mechanical pressure applied to the mounted volume holographic chirped grating, the adjustment of the mechanical pressure corresponding to an amount of bending.
  • 7. The apparatus of claim 5, further comprising: an amplifier, the amplifier increasing power of the corrected optical beam to produce an amplified optical beam; anda compressor, the compressor temporally compressing the amplified optical beam, the compressor including a second volume holographic chirped reflective grating under a same amount of mechanical pressure as the volume holographic chirped reflective grating.
  • 8. The apparatus of claim 7, wherein the second volume holographic chirped reflective grating is fabricated from a common piece as the volume holographic chirped reflective grating.
CROSS-REFERENCE TO RELATED APPLICATIONS

This patent application is a continuation and claims the priority benefit of U.S. patent application Ser. No. 12/460,060 filed Jul. 13, 2009, now U.S. Pat. No. 8,369,017, issued Feb. 5, 2013, and entitled “Optical Pulse Shaping Method and Apparatus,” which claims the priority benefit of U.S. provisional patent application No. 61/197,458 filed Oct. 27, 2008, the aforementioned disclosures being incorporated herein by reference in its entirety.

US Referenced Citations (174)
Number Name Date Kind
3588254 Rhoades Jun 1971 A
3588738 Goodwin Jun 1971 A
3659947 Neumann May 1972 A
3902135 Terada Aug 1975 A
4017144 Staebler Apr 1977 A
4057408 Pierson Nov 1977 A
4103254 Chikami Jul 1978 A
4181515 Dyott Jan 1980 A
4456328 Arns Jun 1984 A
4794344 Johnson Dec 1988 A
4807950 Glenn Feb 1989 A
4824193 Maeda Apr 1989 A
4834474 George et al. May 1989 A
4942583 Nazarathy Jul 1990 A
5042898 Morey Aug 1991 A
5107365 Ota Apr 1992 A
5115344 Jaskie May 1992 A
5221957 Jannson Jun 1993 A
5315417 Moss May 1994 A
5335098 Leyva Aug 1994 A
5388173 Glenn Feb 1995 A
5432623 Egan Jul 1995 A
5440669 Rakuljic Aug 1995 A
5491570 Rakuljic Feb 1996 A
5499134 Galvanauskas et al. Mar 1996 A
5517525 Endo May 1996 A
5594744 Lefevre Jan 1997 A
5625453 Matsumoto Apr 1997 A
5636304 Mizrahi Jun 1997 A
5640256 De Vre Jun 1997 A
5657121 Nishina Aug 1997 A
5684611 Rakuljic Nov 1997 A
5691989 Rakuljic Nov 1997 A
5771250 Shigehara Jun 1998 A
5796096 Rakuljic Aug 1998 A
5844700 Jeganathan Dec 1998 A
5917648 Harker Jun 1999 A
5943128 Slater Aug 1999 A
5960133 Tomlinson Sep 1999 A
5966391 Zediker Oct 1999 A
6049554 Lang Apr 2000 A
6100975 Smith Aug 2000 A
6101301 Engelberth Aug 2000 A
6139146 Zhang Oct 2000 A
6147341 Lemaire Nov 2000 A
6169829 Laming Jan 2001 B1
6192062 Sanchez-Rubio Feb 2001 B1
6211976 Popovich Apr 2001 B1
6221535 Cox Apr 2001 B1
6226084 Tormod May 2001 B1
6249624 Putnam Jun 2001 B1
6281974 Scheiner Aug 2001 B1
6304687 Inoue Oct 2001 B1
6327283 Hung Dec 2001 B1
6327292 Sanchez-Rubio Dec 2001 B1
6339609 Lefevre Jan 2002 B2
6356684 Patterson Mar 2002 B1
6363187 Fells Mar 2002 B1
6370310 Jin Apr 2002 B1
6396982 Lin May 2002 B1
6414973 Hwu Jul 2002 B1
6449097 Zhu Sep 2002 B1
6498872 Bouevitch Dec 2002 B2
6498891 Montesanto Dec 2002 B1
6507693 Maron Jan 2003 B2
6512618 Heflinger Jan 2003 B1
6568220 Paek May 2003 B1
6586141 Efimov et al. Jul 2003 B1
6587180 Wang Jul 2003 B2
6606152 Littau Aug 2003 B2
6621957 Sullivan Sep 2003 B1
6628862 Yao Sep 2003 B1
6670079 Kitamura Dec 2003 B1
6673497 Efimov Jan 2004 B2
6714309 May Mar 2004 B2
6750996 Jagt Jun 2004 B2
6768577 Eggleton Jul 2004 B2
6788849 Pawluczyk Sep 2004 B1
6822218 Helmig et al. Nov 2004 B2
6828262 Borrelli Dec 2004 B2
6829067 Psaltis Dec 2004 B2
6844946 Buse Jan 2005 B2
6847763 Eggleton Jan 2005 B2
6879441 Mossberg Apr 2005 B1
6904200 Wang Jun 2005 B2
6934060 Psaltis Aug 2005 B2
6987907 Psaltis Jan 2006 B2
6992805 Ingwall Jan 2006 B2
7002697 Domash Feb 2006 B2
7031573 Volodin Apr 2006 B2
7081977 Kim Jul 2006 B2
7081978 Chen Jul 2006 B2
7125632 Volodin Oct 2006 B2
7136206 Psaltis Nov 2006 B2
7173950 Hand Feb 2007 B2
7212554 Zucker May 2007 B2
7245369 Wang Jul 2007 B2
7245407 Komma Jul 2007 B2
7248617 Volodin Jul 2007 B2
7248618 Volodin Jul 2007 B2
7273683 Volodin Sep 2007 B2
7298771 Volodin Nov 2007 B2
7355768 Billmers Apr 2008 B1
7359046 Steckman Apr 2008 B1
7359420 Shchegrov Apr 2008 B2
7372565 Holden May 2008 B1
7391703 Volodin Jun 2008 B2
7397837 Volodin Jul 2008 B2
7424185 Glebov et al. Sep 2008 B2
7477818 Volodin Jan 2009 B2
7483190 Psaltis Jan 2009 B2
7528385 Volodin May 2009 B2
7542639 Moser Jun 2009 B2
7545844 Volodin Jun 2009 B2
7548313 Nguyen Jun 2009 B2
7570320 Anderson Aug 2009 B1
7590162 Volodin Sep 2009 B2
7605911 Wieloch Oct 2009 B2
7633985 Volodin Dec 2009 B2
7636376 Moser Dec 2009 B2
7639718 Moser Dec 2009 B1
7667882 Adibi Feb 2010 B2
7697589 Volodin Apr 2010 B2
7719675 Grygier May 2010 B2
7746480 Ozcan Jun 2010 B2
7792003 Volodin Sep 2010 B2
7796673 Volodin Sep 2010 B2
7817888 Volodin Oct 2010 B2
7822347 Brennan, III et al. Oct 2010 B1
7830507 Brady et al. Nov 2010 B2
8384992 Moser et al. Feb 2013 B2
20010050751 Banyai Dec 2001 A1
20020015376 Liu Feb 2002 A1
20020045104 Efimov Apr 2002 A1
20020093701 Zhang Jul 2002 A1
20020141063 Petrov Oct 2002 A1
20020154315 Myrick Oct 2002 A1
20020181035 Donoghue Dec 2002 A1
20030007202 Moser Jan 2003 A1
20030011833 Yankov Jan 2003 A1
20030072336 Senapati Apr 2003 A1
20030128370 De Lega Jul 2003 A1
20030156607 Lipson Aug 2003 A1
20030169787 Vurgaftman Sep 2003 A1
20030190121 Luo Oct 2003 A1
20030210863 Myers Nov 2003 A1
20030231305 Zeng Dec 2003 A1
20040021920 Psaltis Feb 2004 A1
20040165639 Lang Aug 2004 A1
20040191637 Steckman Sep 2004 A1
20040253751 Salnik Dec 2004 A1
20040258356 Brice Dec 2004 A1
20050018743 Volodin Jan 2005 A1
20050129072 Tayebati Jun 2005 A1
20050206984 Kawano Sep 2005 A1
20050226636 Hiramatsu Oct 2005 A1
20050248819 Hymel Nov 2005 A1
20050248820 Moser Nov 2005 A1
20050270607 Moser Dec 2005 A1
20060029120 Mooradian Feb 2006 A1
20060098258 Chen May 2006 A1
20060114955 Steckman Jun 2006 A1
20060156241 Psaltis Jul 2006 A1
20060251143 Volodin Nov 2006 A1
20060256830 Volodin Nov 2006 A1
20060280209 Treusch Dec 2006 A1
20070047608 Volodin Mar 2007 A1
20070064304 Brennan et al. Mar 2007 A1
20070160325 Son Jul 2007 A1
20100027001 Moser Feb 2010 A1
20100103489 Moser Apr 2010 A1
20100110429 Simoni et al. May 2010 A1
20100149647 Figueroa et al. Jun 2010 A1
20110216316 Moser et al. Sep 2011 A1
Foreign Referenced Citations (1)
Number Date Country
4214014 Nov 1992 DE
Non-Patent Literature Citations (37)
Entry
Askins, “Fiber Bragg refractors prepared by a single excimer pulse,” Opt. Lett., vol. 17(11), pp. 833-835 (1992).
Bochove, E.J. et al. “Theory of Spectral Beam Combining of Fiber Lasers,” IEEE J. Quant. Elec., 38:5 (2002).
Burr, Geoffrey et al. “Angle and Space Multiplexed Holographic Storage Using the 90 degree Geometry,” Optics Comm. 117 (1995).
Curtis, Kevin et al. “Cross Talk for Angle- and Wavelength-Multiplexed Image Plane Holograms,” Optics Letters. vol. 19 (21) (1994).
Daneu, V. et al. “Spectral Beam Combining of a Broad-Stripe Diode Laser Array in an External Cavity,” Opt. :ett. 25:6 (2000).
Dos Santos, Paulo et al. “Interference-term Real-time Measurement for Self-stablized Two-wave Mixing in Photorefractive Crystals,” Optics Letters, Nov. 1988, vol. 13, No. 11, pp. 1014-1016.
Ford, Joseph et al. “Wavelength Add-Drop Switching Using Tilting Micromirrors,” Journal of Lightwave Technology, vol. 17, No. 5 (May 1999).
Frejlich, Jamie et al. “Analysis of an Active Stabliziation System for a Holographic Setup,” Applied Optics, May 15, 1988, vol. 27, No. 10, pp. 1967-1976.
Goodman, Joseph W. “Introduction to Fourier Optics,” 1968, pp. 198-224.
Havermeyer, Frank et al. “Volume Holographic Grating-Based Continuously Tunable Optical Filter,” Opt. Eng. 43(9), Sep. 2004, pp. 2017-2021.
Heaney et al., “Sol-gel derived photosensitive germanosilicate glass monoliths,” Opt. Lett., vol. 25(24), pp. 1765-1767 (Dec. 2000).
Hill, “Photosensitivity in optical fiber waveguides: Application to reflection filter fabrication,” Appl. Opt. Lett. vol. 32(10), pp. 647-649 (1978).
Hill, “Simple Transient Holograms in Ruby,” Appl. Opt., vol. 10(7), pp. 1695-1697 (1971).
In re Rose, 220 F.2d 459, 105 USPQ 237-241 (CCPA 1955).
Kogelnik, Herwig. “Coupled Wave Theory for Thick Hologram Gratings,” The Bell System Tech. Journal, Nov. 1969, vol. 48, No. 9, pp. 2909-2947.
Levene, Michael et al. “Method for Controlling the Shift Invairance of Optical Correlators,” Applied Optics, Jan. 10, 1999, vol. 38, No. 2, pp. 394-398.
Li, Lijun et al. “Experimental Studies on Narrow-Linewidth YB3+-Doped Double-Clad Fiber-Laser Cavities Based on Double-Clad Fiber Bragg Gratings,” Microwave and Optical Technology Letters, 44(1):53-56 (2005).
Littman, Michael G. “Singlemode Operation Grazing-Incidence Pulsed Dye Laser,” Optics Letters, Oct. 1978, vol. 3, pp. 138-140.
Mill, P. “Single Mode Operation of a 1.55 Micrometer Semi-conductor Lasers Using a Volume Holographic Grating,” Jul. 1985, Electronics Letters.
Mitchard, Gordon et al. “Double-Clad Fibers Enable Lasers to Handle High Power,” Laser Focus World. Jan. 1999.
Miyazaki, T. et al. “Nd-Doped Double-Clad Fiber Amplifier at 1.06um,” Journal of Lightwave Technology, 16(4): 562-566 (Apr. 1998).
Moser, Christophe. “Folded Shift Multiplexing,” Optics Letters, vol. 28 (11) (Jun. 2003).
Sadot, D. et al. “Tunable Optical Filters for Dense WDM Networks,” IEEE Communications Magazine, 50-55 (1998).
Saleh, B. and M. Teich, “Fundamentals of Photonics,” Wiley-Interscience, p. 151, 631-632 (1991).
Smith, Warren. “Modern Optical Engineering,” 1990, pp. 43-47.
Steckman, Gregory J. et al. “Holographic Data Storage in Phenanthrenequinone Doped PMMA,” SPIE Photonics West, San Jose, CA (Jan. 27, 1999).
Steckman, Gregory J. et al. “Holographic Multiplexing in Photorefractive Polymers,” Optics Communications, Nov. 1, 2000, 185, pp. 13-17.
Steckman, Gregory J. et al. “Storage Density of Shift-Multiplexed Holographic Memory,” Applied Optics, Jul. 10, 2001, vol. 40, No. 20, pp. 3387-3394.
Venus, George et al. “Semiconductor 1.7 W Volume Bragg Laser with Divergence Close to a Diffraction Limit,” 26th Annual Conference on Lasers and Electro-Optics. CLEO/IQES and PhAST Technical Digest, Paper Code CFG4, Long Beach, CA, May 2006.
Volodin, B.L. et al. “Wavelength Stabilization and Spectrum Narrowing of High-Power Multimode Laser Diodes and Arrays by Use of Volume Bragg Gratings,” Optics Letters, vol. 29, No. 16 (Aug. 15, 2004).
Yiou, Silvie et al. “Improvement of the Spatial Beam Quality of Laser Sources with an Intracavity Bragg Grating,” Opt. Lett, 28 (4), 242 (2003).
Zorabedian, Paul. “Tunable Lasers Handbook—tunable external-davity semi-conductor lasers,” Chapter 8, Academic Press (1995).
Bosomworth et al. “Thick holograms in photochromic material” Applied Optics [Online] 1968, 7(1), Abstract.
Erdei et al. “Optimization method for the design of beam shaping systems” Optical Engineering [Online] 2002, 41, Abstract.
Shu et al. “More on analyzing the reflection of a laser beam by a deformed highly reflective Volume Bragg grating using iteration of the beam propagation method” Applied Optics [Online] 2009, 48 (1) , pp. 22-27.
“More on analyzing the reflection of a laser beam by a deformed highly reflective Volume Bragg grating using iteration of the beam propagation method,” Shu, Hong et al. Applied Optics, vol. 48, No. 1 (Jan. 1, 2009).
Shu, Hong et al., “More on analyzing the reflection of a laser beam by a deformed highly reflective Volume Bragg grating using iteration of the beam propagation method,” Applied Optics, vol. 48, No. 1 (Jan. 1, 2009).
Related Publications (1)
Number Date Country
20110216384 A1 Sep 2011 US
Provisional Applications (1)
Number Date Country
61197458 Oct 2008 US
Continuations (1)
Number Date Country
Parent 12460060 Jul 2009 US
Child 13115075 US