331,456 research outputs found
100 Gbps Integrated Quantum Random Number Generator Based on Vacuum Fluctuations
Emerging communication and cryptography applications call for reliable, fast,
unpredictable random number generators. Quantum random number generation (QRNG)
allows for the creation of truly unpredictable numbers thanks to the inherent
randomness available in quantum mechanics. A popular approach is using the
quantum vacuum state to generate random numbers. While convenient, this
approach was generally limited in speed compared to other schemes. Here,
through custom co-design of opto-electronic integrated circuits and
side-information reduction by digital filtering, we experimentally demonstrated
an ultrafast generation rate of 100 Gbps, setting a new record for vacuum-based
quantum random number generation by one order of magnitude. Furthermore, our
experimental demonstrations are well supported by an upgraded device-dependent
framework that is secure against both classical and quantum side-information
and that also properly considers the non-linearity in the digitization process.
This ultrafast secure random number generator in the chip-scale platform holds
promise for next generation communication and cryptography applications
Random bit sequence generation from speckle patterns produced with multimode waveguides
With the rapid development of digital ecosystems, such as mobile applications towards
goods/monetary transactions, a new paradigm of data transfer arises, which requires fast
and reliable algorithms to generate random numbers. The statistical nature of speckleâ
based imaging creates an opportunity for these generators to arise as random number
generators given the unpredictability and irreproducibility of such patterns. Hence, it is
shown that the establishment of an experimental system is able to produce unique speckle
patterns for remote cryptographic key storage and distribution, with a potential key rate
generation of Gbs.publishe
Numerical Evaluation of the Effective Elastic Properties of 2D Overlapping Random Fibre Composites
We present a numerical investigation of the elastic coefficients of random fibre composites with high contrast of properties. Here we consider a numerical study based on the generation of representative volume elements (RVEs) with overlapping random fibre network. Such a concept requires an important Monte-Carlo draw of patterns as well as an accurate determination of RVE size. In this paper, this latter is done by estimating the evolution of the standard deviation according to the number of realizations for given values of RVE size. We consider the use of an appropriate model for an automatic, reliable and fast generation of RVEs : the model with an n-order approximate geometry that allows the construction of complex overlapping fibre network. It is well-established that the morphology of the microstructure greatly affects the mechanical response of such kind material. Some morphological features, namely orientation, aspect ratio and dispersion are investigated by considering them as random variables in the design of RVEs. The results are subsequently linked to the percolation phenomenon that occurs when fibres overlap and form some pathways inside the soft phase. This phenomenon influences effective properties of heterogeneous media, particularly in the case of a high contrast of properties
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