Non-collinear and non-degenerate polarization-entangled photon generation via concurrent type-I parametric downconversion in PPLN
ABSTRACT A periodically poled lithium niobate (PPLN) crystal has been used as an efficient source of non-collinearly generated polarization-entangled photon pairs at 810 and 1550 nm. The PPLN crystal was endowed with a specially designed poling pattern and the entangled photons were generated via the nonlinear optical process of spontaneous parametric down conversion (SPDC). A novel design based on overlapping two concurrent type-I quasi-phase-matching structures in a single PPLN crystals produced correlated pairs of alternatively polarized photons in largely separated spectral regions. The phase of the resulting two-photon state is directly linked to parameters of the nonlinear grating. Continuous tunability of the generated Bell state, from Phi(+) to Phi(-), has been demonstrated by translating a slightly wedged crystal perpendicular to the pump beam.
Full-textDOI: · Available from: Alexander V Sergienko, Sep 02, 2015
- SourceAvailable from: Bahaa E. A. Saleh
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- "Earlier, periodically poled lithium niobate (PPLN) waveguide structures were suggested for producing spontaneous parametric down-conversion  and the conditions required for generating counterpropagating entangled photons from an unguided pump field were established . Furthermore, the generation of non-collinear and non-degenerate polarization-entangled photons via concurrent Type-I parametric down-conversion was demonstrated in a PPLN crystal . The use of lithium niobate photonic circuits has a number of merits: 1) the properties of the material are well-understood since it has low loss and has long been the basis of integratedoptics technology , [34, Chap. "
ABSTRACT: We consider the design of photonic circuits that make use of Ti:LiNbO3 diffused channel waveguides to generate photons with various combinations of modal, spectral, and polarization entanglement. Down-converted photon pairs are generated via spontaneous parametric down-conversion (SPDC) in a two-mode waveguide (TMW). We study a class of photonic circuits comprising: 1) a nonlinear periodically poled TMW structure; 2) a set of single-mode waveguide (SMW)- and TMW-based couplers arranged in such a way that they suitably separate the three photons comprising the SPDC process; and, for some applications, 3) a holographic Bragg grating that acts as a dichroic reflector. The first circuit produces two frequency-degenerate down-converted photons, each with even spatial parity, in two separate SMWs. Changing the parameters of the elements allows this same circuit to produce two nondegenerate down-converted photons that are entangled in frequency or simultaneously entangled in frequency and polarization. The second photonic circuit is designed to produce modal entanglement by distinguishing the photons on the basis of their frequencies. A modified version of this circuit can be used to generate photons that are doubly entangled in mode number and polarization. The third photonic circuit is designed to manage dispersion by converting modal, spectral, and polarization entanglement into path entanglement.IEEE Photonics Journal 10/2010; 2(5):736-752. DOI:10.1109/JPHOT.2010.2062494 · 2.33 Impact Factor
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- "Moreover, lithium niobate offers a number of ancillary advantages: 1) its properties are well-understood since it is the basis of integrated-optics technology ; 2) circuit elements, such as two-mode waveguides and polarization-sensitive mode-separation structures, have low loss ; 3) it exhibits an electro-optic effect that can modify the refractive index at rates up to tens of GHz and is polarization-sensitive [17, Sec. 20.1D]; and 4) periodic poling of the secondorder nonlinear optical coefficient is straightforward so that phase-matched parametric interactions  , such as SPDC and the generation of entangled-photon pairs  , can be readily achieved. Moreover, consistency between simulation and experimental measurement has been demonstrated in a whole host of configurations     . "
ABSTRACT: Lithium niobate photonic circuits have the salutary property of permitting the generation, transmission, and processing of photons to be accommodated on a single chip. Compact photonic circuits such as these, with multiple components integrated on a single chip, are crucial for efficiently implementing quantum information processing schemes.We present a set of basic transformations that are useful for manipulating modal qubits in Ti:LiNbO(3) photonic quantum circuits. These include the mode analyzer, a device that separates the even and odd components of a state into two separate spatial paths; the mode rotator, which rotates the state by an angle in mode space; and modal Pauli spin operators that effect related operations. We also describe the design of a deterministic, two-qubit, single-photon, CNOT gate, a key element in certain sets of universal quantum logic gates. It is implemented as a Ti:LiNbO(3) photonic quantum circuit in which the polarization and mode number of a single photon serve as the control and target qubits, respectively. It is shown that the effects of dispersion in the CNOT circuit can be mitigated by augmenting it with an additional path. The performance of all of these components are confirmed by numerical simulations. The implementation of these transformations relies on selective and controllable power coupling among single- and two-mode waveguides, as well as the polarization sensitivity of the Pockels coefficients in LiNbO(3).Optics Express 09/2010; 18(19):20475-90. DOI:10.1364/OE.18.020475 · 3.49 Impact Factor
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ABSTRACT: We discuss the development of quantum optical coherence tomography (Q-OCT), an imaging modality with a number of potential applications. Although Q-OCT is not expected to replace its eminently successful classical cousin, optical coherence tomography (OCT), it does offer some advantages as a biological imaging paradigm. These include greater axial resolution and higher signal-to-background ratio, immunity to dispersion that can lead to deeper subsurface penetration, and nondestructive probing of light-sensitive samples. Q-OCT also serves as a quantum template for constructing classical systems that mimic its salutary properties.Quantum Information Processing 01/2012; DOI:10.1007/s11128-011-0266-6 · 2.96 Impact Factor