2009
DOI: 10.1103/physreva.79.042307
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Spectral effects of strongχ(2)nonlinearity for quantum processing

Abstract: Optical͑2͒ nonlinearity can be used for parametric amplification and producing down-converted entangled photon pairs that have broad applications. It is known that weak nonlinear media exhibit dispersion and produce a frequency response. It is therefore of interest to know how spectral effects of a strong ͑2͒ crystal affect the performance. Here we model the spectral effects of the dispersion of a strong ͑2͒ crystal and illustrate how this affects its ability to perform Bell measurements and influence the perf… Show more

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Cited by 13 publications
(15 citation statements)
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“…Time-evolution of the vector state of the system is described by the following formula (11) with the Hamiltonians (28)- (30). Choosing the initial state as a vacuum state |ψ in = |0 a1 |0 a2 |0 b1 |0 b2 for all modes we derive the final state during time evaluation in the following form…”
Section: Production Of Ghz Polarization Entangled Statesmentioning
confidence: 99%
“…Time-evolution of the vector state of the system is described by the following formula (11) with the Hamiltonians (28)- (30). Choosing the initial state as a vacuum state |ψ in = |0 a1 |0 a2 |0 b1 |0 b2 for all modes we derive the final state during time evaluation in the following form…”
Section: Production Of Ghz Polarization Entangled Statesmentioning
confidence: 99%
“…This is very challenging, and as an approximation, we will drop the time-ordering operator and expand U (t) as a Taylor series. In the scenario presented in this paper, we do not expect this type of approximation to be problematic, however, we acknowledge that problems may arise when considering input states of a quantum nature, as has been investigated by Leung et al [21]. A description of multiple pair creation in degenerate SPDC has also been analysed in the Heisenberg picture by Wasilewki et.…”
Section: Parametric Down Conversionmentioning
confidence: 82%
“…Different strategies can be followed to avoid an unwanted change of the JSA. One solution is to use two or more crystals, of which each operates at low pump powers, as suggested in [24,25]. In between the crystals, all fields are shifted to their initial position in time.…”
Section: Engineered χ (2) Processesmentioning
confidence: 99%