2015
DOI: 10.7567/jjap.54.052501
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Polymer optical waveguide lens with large optical coupling tolerance by segmented waveguide structure

Abstract: A polymer optical waveguide lens with large optical coupling tolerance has been developed. An extension in the tolerance for laser diode (LD) positional misalignment has been obtained by using segmented optical waveguides on the edge of the optical waveguide that can control the beam spot size of the propagated optical beam. The proposed structure is calculated based on an extension of about 40% with a 0.5 dB misalignment tolerance. The effect of the tolerance extension is also obtained when measuring the opti… Show more

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Cited by 2 publications
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“…Photonic lattices consisting of evanescently coupled waveguide arrays could be defined as appropriate configurations, in which the optical modes can be engineered along the transverse direction. Particularly, the periodically segmented waveguide is investigated both for a single waveguide [24,25] and in the array [26], which is used for image reconstruction [27], optical lens [28], and generating controllable loss [29]. Because of the analogy of the Schrödinger equation for quantum wave functions and the paraxial Helmholtz equation for classical electric fields, the temporal evolution of a quantum system is therefore equivalent to spatial propagation of guided light waves in waveguides [30,31].…”
mentioning
confidence: 99%
“…Photonic lattices consisting of evanescently coupled waveguide arrays could be defined as appropriate configurations, in which the optical modes can be engineered along the transverse direction. Particularly, the periodically segmented waveguide is investigated both for a single waveguide [24,25] and in the array [26], which is used for image reconstruction [27], optical lens [28], and generating controllable loss [29]. Because of the analogy of the Schrödinger equation for quantum wave functions and the paraxial Helmholtz equation for classical electric fields, the temporal evolution of a quantum system is therefore equivalent to spatial propagation of guided light waves in waveguides [30,31].…”
mentioning
confidence: 99%