1995
DOI: 10.1117/12.216382
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<title>Computer simulation and optimization of a free-space optical interconnection system</title>

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“…Also as expected, the system achieves a one to one imaging transformation and the output plane pattern (Fig. 7) entire output array in order to couple efficiently in the output detectors [13].…”
Section: The Optical Transpose Interconnection Systemmentioning
confidence: 94%
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“…Also as expected, the system achieves a one to one imaging transformation and the output plane pattern (Fig. 7) entire output array in order to couple efficiently in the output detectors [13].…”
Section: The Optical Transpose Interconnection Systemmentioning
confidence: 94%
“…One optoelectronic switch has K optical inputs (receivers) and K optical outputs (transmitters) and provides full routing between its K channels. In a K -shuffle, the receiver P o to which P i is connected is given by P o = K fP i modulo (P =K )g + trunc (P i =P ); (13) where trunc (x) is defined as the greatest integer x. If M is set equal to P =K and N is set equal to K then P o = N m i + n i : (14) Equating (12) with ( 14) for arbitrary values of P i implies that n o = n i and m o = m i .…”
Section: The Optical Transpose Interconnection Systemmentioning
confidence: 99%