2001
DOI: 10.1364/ol.26.000411
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Generation of achromatic and propagation-invariant spot arrays by use of continuously self-imaging gratings

Abstract: A particular class of Montgomery's self-imaging objects that we call continuously self-imaging gratings (CSIG's) is introduced. When they are illuminated by a plane wave, these objects produce a field whose intensity profile is a propagation- and wavelength-invariant biperiodic array of bright spots. The mathematical construction of these objects and their intrinsic properties are described. On a practical level, CSIG's are compact and achromatic nondiffracting array generators. We show that a good CSIG approx… Show more

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Cited by 32 publications
(25 citation statements)
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“…Schematic representation of the principle of the test bench The CSIG is a diffractive element, a complete description of its properties can be found in [21]. Depending on the substrate material, different CSIGs can be manufactured to cover the visible, the near-infrared and the long-wave infrared bands.…”
Section: Fig5mentioning
confidence: 99%
“…Schematic representation of the principle of the test bench The CSIG is a diffractive element, a complete description of its properties can be found in [21]. Depending on the substrate material, different CSIGs can be manufactured to cover the visible, the near-infrared and the long-wave infrared bands.…”
Section: Fig5mentioning
confidence: 99%
“…[19][20][21][22] As LWIR e-APD focal plane arrays have no readout integrated circuits (ROICs), direct acquisition of the interferogram image was replaced by a 2D displacement (x and y) of the continuously self-imaging grating in front of the pixel using two linear stages. The high background photocurrent was another major difficulty of this measurement.…”
Section: Spectral and Spatial Response At Zero Biasmentioning
confidence: 99%
“…1). The intersection of the horizontal and vertical grid lines with the circle form a set of points that can be called "orders" (see [15]), as they constitute the set of orders of any bidimensional grating of pitch a 0 in both x and y directions. The different orders selected have the following coordinates in the spatialfrequency domain:…”
Section: Fundamental Properties Of Csigs In Normal Incidencementioning
confidence: 99%
“…We studied experimentally a CSIG with the characteristics [ 2 = 650, a 0 = 1000 m] and placed at a distance of 30 mm from the detector. The grating used for this experiment is a two-level approximation of the ideal transmittance as described in [15]. It is a binary-phase grating on a GaAs substrate.…”
Section: ͑45͒mentioning
confidence: 99%
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