Abstract:During the last years, a trend to replace commonly used short arc lamps in projection systems with alternative light sources is seen. Next to LEDs for low light output products, lasers try to enter the projection area and have the ambition to infiltrate from low (picoprojection) towards high light output systems (digital cinema).One of the benefits of lasers is their narrow spectral bandwidth. As a consequence, the display can have a very large colour gamut, if the lasers are carefully selected. Another benefi… Show more
“…The engineering advantages and peculiarities of laser projectors are summarized in [1]. However, speckle phenomena arising from the coherence of laser light [2,3] severely degrades the image quality and has inhibited the widespread application of lasers in image systems [1,4]. The subjective speckle (the speckle created in image systems) is granular light-intensity modulation in the image due to the interference effect when coherent light is used for illumination [2,3].…”
The mathematical model of a speckle-suppression method based on two Barker code-type diffractive optical elements (DOEs) moving in orthogonal directions is developed. The analytic formulae for speckle suppression efficiency are obtained. The model indicates that the one pair of DOEs can be used for laser beams of different colors. The speckle contrast is not dependent on the distance from the viewer to the screen until the distance decreases below the distance where the spatial resolution of the eye on the screen is less than the length of the image of the DOE structure period on the screen. The analysis of the simulated results demonstrates that the method can decrease the speckle contrast to less than 5%, which is below human eye sensitivity, with an optical efficiency greater than 90%.
“…The engineering advantages and peculiarities of laser projectors are summarized in [1]. However, speckle phenomena arising from the coherence of laser light [2,3] severely degrades the image quality and has inhibited the widespread application of lasers in image systems [1,4]. The subjective speckle (the speckle created in image systems) is granular light-intensity modulation in the image due to the interference effect when coherent light is used for illumination [2,3].…”
The mathematical model of a speckle-suppression method based on two Barker code-type diffractive optical elements (DOEs) moving in orthogonal directions is developed. The analytic formulae for speckle suppression efficiency are obtained. The model indicates that the one pair of DOEs can be used for laser beams of different colors. The speckle contrast is not dependent on the distance from the viewer to the screen until the distance decreases below the distance where the spatial resolution of the eye on the screen is less than the length of the image of the DOE structure period on the screen. The analysis of the simulated results demonstrates that the method can decrease the speckle contrast to less than 5%, which is below human eye sensitivity, with an optical efficiency greater than 90%.
“…One of the most effective methods of speckle suppression is the speckle averaging mechanism that is based on a vibrating random diffuser or a regular diffractive optical element (DOE) [9][10][11][12][13][14][15][16]. In our previous publication, we proposed a method of a speckle suppression based on Barker code and M-sequence DOEs and worked out its mathematical model [17][18][19][20].…”
This paper reports the findings from an experimental evaluation of speckle suppression efficiency using a method based on a moving 2D Barker code diffractive optical element (DOE). The optical setup and the optical scheme parameters of the method are presented. A speckle contrast of ~4.4-5.3% and speckle suppression coefficient (coefficient of speckle contrast reduction) of k>8 was obtained in experiments. However, the experimentally obtained speckle suppression coefficient was approximately 1.5 times smaller than the theoretical prediction. It is speculated that the discrepancy between the theoretical and the experimental data is due to an inexact match between the optical setup and the optimal optical parameters of the method. Analysis of the experimental data revealed that once the optical scheme is optimized, it will be possible to obtain a speckle suppression that is closer to the theoretical prediction.
“…The speckle suppression mechanism based on a moving random diffuser or diffractive optical element (DOE) is one of the most effective methods of speckle suppression [9][10][11][12][13][14][15][16]. In our previous publication, the theory of a speckle suppression method based on Barker code DOEs was developed, and its optical parameters were analyzed [17,18].…”
A method for speckle suppression based on Barker code and M-sequence code diffractive optical elements (DOEs) is analyzed. An analytical formula for the dependence of speckle contrast on the wavelength of the laser illumination is derived. It is shown that speckle contrast has a wide maximum around the optimal wavelength that makes it possible to obtain large speckle suppression by using only one DOE for red, green, and blue laser illumination. Optical schemes for implementing this method are analyzed. It is shown that the method can use a simple liquid-crystal panel for phase rotation instead of a moving DOE; however, this approach requires a high frequency of liquid-crystal switching. A simple optical scheme is proposed using a 1D Barker code DOE and a simple 1D liquid-crystal panel, which does not require a high frequency of liquid-crystal switching or high-accuracy DOE movement.
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