2016
DOI: 10.1515/joc-2015-0050
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Construction and Analysis of Novel 2-D Optical Orthogonal Codes Based on Extended Quadratic Congruence Codes and Modified One-Coincidence Sequence

Abstract: A new two-dimensional optical orthogonal code (OOC) named EQC/MOCS is constructed, using Extended Quadratic Congruence (EQC) code for time spreading and modified one-coincidence sequence (MOCS) for wavelength hopping. Compared with EQC/Prime code (PC), the number of wavelengths for EQC/MOCS is not limited to a prime number. Compared with EQC/OCS, the length of MOCS need not be expanded to the same length of EQC. EQC/MOCS can be constructed flexibly, and also has larger code cardinality.

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Cited by 3 publications
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“…Numerus unipolar orthogonal codes and their application on OCDMA have been studied since 1988. Two categories of those codes have attracted the most attention: OOC and prime codes (PC) [9], [10]. Optical orthogonal codes, described by [11], possess better properties of auto and inter-correlation than prime codes, as they require complex algorithms to generate [11].…”
Section: Ds-ocdmamentioning
confidence: 99%
“…Numerus unipolar orthogonal codes and their application on OCDMA have been studied since 1988. Two categories of those codes have attracted the most attention: OOC and prime codes (PC) [9], [10]. Optical orthogonal codes, described by [11], possess better properties of auto and inter-correlation than prime codes, as they require complex algorithms to generate [11].…”
Section: Ds-ocdmamentioning
confidence: 99%