The Experts below are selected from a list of 90 Experts worldwide ranked by ideXlab platform
G Mueller - One of the best experts on this subject based on the ideXlab platform.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G MuellerAbstract:(Received 30 December 2004; published 27 June 2005)Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usualderivation of optical paths using the Grating Equation. For example, consider light which encounters firstone and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phaseof the light diffracted from the Grating pair is shifted by 2 each time the Grating is moved by one Gratingconstant, even though the geometric path length is not altered by the motion. This additional phase shiftmust be included when incorporating diffraction Gratings in interferometers.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G Mueller, D H Reitze, D B Tanner, B F Whiting, Y Chen, Andreas Tunnermann, Ernstbernhard KleyAbstract:Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usual derivation of optical paths using the Grating Equation. For example, consider light which encounters first one and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phase of the light diffracted from the Grating pair is shifted by $2\ensuremath{\pi}$ each time the Grating is moved by one Grating constant, even though the geometric path length is not altered by the motion. This additional phase shift must be included when incorporating diffraction Gratings in interferometers.
A J Deshpande - One of the best experts on this subject based on the ideXlab platform.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G MuellerAbstract:(Received 30 December 2004; published 27 June 2005)Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usualderivation of optical paths using the Grating Equation. For example, consider light which encounters firstone and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phaseof the light diffracted from the Grating pair is shifted by 2 each time the Grating is moved by one Gratingconstant, even though the geometric path length is not altered by the motion. This additional phase shiftmust be included when incorporating diffraction Gratings in interferometers.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G Mueller, D H Reitze, D B Tanner, B F Whiting, Y Chen, Andreas Tunnermann, Ernstbernhard KleyAbstract:Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usual derivation of optical paths using the Grating Equation. For example, consider light which encounters first one and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phase of the light diffracted from the Grating pair is shifted by $2\ensuremath{\pi}$ each time the Grating is moved by one Grating constant, even though the geometric path length is not altered by the motion. This additional phase shift must be included when incorporating diffraction Gratings in interferometers.
V Quetschke - One of the best experts on this subject based on the ideXlab platform.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G MuellerAbstract:(Received 30 December 2004; published 27 June 2005)Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usualderivation of optical paths using the Grating Equation. For example, consider light which encounters firstone and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phaseof the light diffracted from the Grating pair is shifted by 2 each time the Grating is moved by one Gratingconstant, even though the geometric path length is not altered by the motion. This additional phase shiftmust be included when incorporating diffraction Gratings in interferometers.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G Mueller, D H Reitze, D B Tanner, B F Whiting, Y Chen, Andreas Tunnermann, Ernstbernhard KleyAbstract:Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usual derivation of optical paths using the Grating Equation. For example, consider light which encounters first one and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phase of the light diffracted from the Grating pair is shifted by $2\ensuremath{\pi}$ each time the Grating is moved by one Grating constant, even though the geometric path length is not altered by the motion. This additional phase shift must be included when incorporating diffraction Gratings in interferometers.
S Wise - One of the best experts on this subject based on the ideXlab platform.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G MuellerAbstract:(Received 30 December 2004; published 27 June 2005)Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usualderivation of optical paths using the Grating Equation. For example, consider light which encounters firstone and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phaseof the light diffracted from the Grating pair is shifted by 2 each time the Grating is moved by one Gratingconstant, even though the geometric path length is not altered by the motion. This additional phase shiftmust be included when incorporating diffraction Gratings in interferometers.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G Mueller, D H Reitze, D B Tanner, B F Whiting, Y Chen, Andreas Tunnermann, Ernstbernhard KleyAbstract:Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usual derivation of optical paths using the Grating Equation. For example, consider light which encounters first one and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phase of the light diffracted from the Grating pair is shifted by $2\ensuremath{\pi}$ each time the Grating is moved by one Grating constant, even though the geometric path length is not altered by the motion. This additional phase shift must be included when incorporating diffraction Gratings in interferometers.
Ernstbernhard Kley - One of the best experts on this subject based on the ideXlab platform.
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phase effects in the diffraction of light beyond the Grating Equation
Physical Review Letters, 2005Co-Authors: S Wise, V Quetschke, A J Deshpande, G Mueller, D H Reitze, D B Tanner, B F Whiting, Y Chen, Andreas Tunnermann, Ernstbernhard KleyAbstract:Diffraction Gratings affect the absolute phase of light in a way that is not obvious from the usual derivation of optical paths using the Grating Equation. For example, consider light which encounters first one and then the second of two parallel Gratings. If one Grating is moved parallel to its surface, the phase of the light diffracted from the Grating pair is shifted by $2\ensuremath{\pi}$ each time the Grating is moved by one Grating constant, even though the geometric path length is not altered by the motion. This additional phase shift must be included when incorporating diffraction Gratings in interferometers.
