29,263 research outputs found

    Creating a Healthy Workplace Culture Using an Appreciative Inquiry 4-D Cycle

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    This study describes the second year of an ongoing partnership between an urban drug court (UDC) and a research university with very high research activity. The purpose of the second year of our study was to engage an appreciative inquiry (AI) Learning Team in all stages of the AI 4-D Cycle to discover the positive core of their work history and work relationships to create a healthy UDC workplace culture. Nine purposively selected participants were engaged in all four stages of the AI 4-D Cycle. There were four findings. Participants (a) developed a strong sense of personal and collective empowerment; (b) created a compelling vision for healthy workplace culture; (c) created a blueprint to achieve their vision of a healthy workplace culture; and (d) generated important action steps to implement a healthy workplace culture. The application to practice of using an AI 4-D Cycle provides managers in both private and public organizations with strategies to create healthy workplace cultures

    Evidence for charm-bottom tetraquarks and the mass dependence of heavy-light tetraquark states from lattice QCD

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    We continue our study of heavy-light four-quark states and find evidence from lattice QCD for the existence of a strong-interaction-stable I(JP)=0(1+)I(J^P)=0(1^+) udcˉbˉud\bar{c}\bar{b} tetraquark with mass in the range of 15 to 61 MeV below DˉB∗\bar{D}B^* threshold. Since this range includes the electromagnetic DˉBγ\bar{D}B\gamma decay threshold, current uncertainties do not allow us to determine whether such a state would decay electromagnetically, or only weakly. We also perform a study at fixed pion mass, with NRQCD for the heavy quarks, simulating qq′bˉ′bˉqq^\prime \bar{b}^\prime \bar{b} and qq′bˉ′bˉ′q q^\prime \bar{b}^\prime\bar{b}^\prime tetraquarks with q, q′=udq,\, q^\prime =ud or ℓs\ell s and variable, unphysical mb′m_{b^\prime} in order to investigate the heavy mass-dependence of such tetraquark states. We find that the dependence of the binding energy follows a phenomenologically-expected form and that, though NRQCD breaks down before mb′=mcm_{b^\prime}=m_c is reached, the results at higher mb′m_{b^\prime} clearly identify the udbˉ′bˉud\bar{b}^\prime \bar{b} channel as the most likely to support a strong-interaction-stable tetraquark state at mb′=mcm_{b^\prime}=m_c. This observation serves to motivate the direct udcˉbˉud\bar{c}\bar{b} simulation. Throughout we use dynamical nf=2+1n_f=2+1 ensembles with pion masses mπ=m_\pi=415, 299, and 164 MeV reaching down almost to the physical point, a relativistic heavy quark prescription for the charm quark, and NRQCD for the bottom quark(s).Comment: 24 pages, 4 figure

    Noiseless nonreciprocity in a parametric active device

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    Nonreciprocal devices such as circulators and isolators belong to an important class of microwave components employed in applications like the measurement of mesoscopic circuits at cryogenic temperatures. The measurement protocols usually involve an amplification chain which relies on circulators to separate input and output channels and to suppress backaction from different stages on the sample under test. In these devices the usual reciprocal symmetry of circuits is broken by the phenomenon of Faraday rotation based on magnetic materials and fields. However, magnets are averse to on-chip integration, and magnetic fields are deleterious to delicate superconducting devices. Here we present a new proposal combining two stages of parametric modulation emulating the action of a circulator. It is devoid of magnetic components and suitable for on-chip integration. As the design is free of any dissipative elements and based on reversible operation, the device operates noiselessly, giving it an important advantage over other nonreciprocal active devices for quantum information processing applications.Comment: 17 pages, 4 figures + 12 pages Supplementary Informatio

    More on heavy tetraquarks in lattice QCD at almost physical pion mass

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    We report on our progress in studying exotic, heavy tetraquark states, qq′QˉQˉ′qq\prime \bar Q\bar Q\prime. Using publicly available dynamical nf=2+1n_f =2+1 Wilson-Clover gauge configurations, generated by the PACS-CS collaboration, with pion masses ≃\simeq164, 299 and 415 MeV, we extend our previous analysis to heavy quark components containing heavier than physical bottom quarks QˉQˉ′=bˉ′bˉ′\bar Q\bar Q\prime=\bar b\prime\bar b\prime or QˉQˉ′=bˉbˉ′\bar Q\bar Q\prime=\bar b\bar b\prime, charm and bottom quarks cˉbˉ\bar c\bar b and also only charm quarks cˉcˉ\bar c\bar c. Throughout we employ NRQCD and relativistic heavy quarks for the heavier than bottom, bottom and charm quarks. Using our previously established diquark-antidiquark and meson-meson operator basis we comment in particular on the dependence of the binding energy on the mass of the heavy quark component QˉQˉ\bar Q\bar Q, with heavy quarks ranging from mQ=0.85…6.3⋅mbm_Q=0.85\ldots 6.3\cdot m_b. In the heavy flavor non-degenerate case, QˉQˉ′\bar Q\bar Q\prime, and especially for the tetraquark channel udcˉbˉud\bar c\bar b, we extend our work to utilize a 3×33\times 3 GEVP to study the ground and threshold states thereby enabling a clear identification of possible binding. Finally, we present initial work on the QˉQˉ′=cˉcˉ\bar Q\bar Q\prime=\bar c\bar c system where a much larger operator basis is available in comparison to flavor combinations with NRQCD quarks.Comment: 8 pages, 5 figures, proceedings contribution to "Lattice 2017. 35th International Symposium on Lattice Field Theory", 18th-24th June 2017, Granada, Spai

    Towards a Generic Trace for Rule Based Constraint Reasoning

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    CHR is a very versatile programming language that allows programmers to declaratively specify constraint solvers. An important part of the development of such solvers is in their testing and debugging phases. Current CHR implementations support those phases by offering tracing facilities with limited information. In this report, we propose a new trace for CHR which contains enough information to analyze any aspects of \CHRv\ execution at some useful abstract level, common to several implementations. %a large family of rule based solvers. This approach is based on the idea of generic trace. Such a trace is formally defined as an extension of the ωr∨\omega_r^\lor semantics of CHR. We show that it can be derived form the SWI Prolog CHR trace

    Applying Quantum Principles to Psychology

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    This article starts out with a detailed example illustrating the utility of applying quantum probability to psychology. Then it describes several alternative mathematical methods for mapping fundamental quantum concepts (such as state preparation, measurement, state evolution) to fundamental psychological concepts (such as stimulus, response, information processing). For state preparation, we consider both pure states and densities with mixtures. For measurement, we consider projective measurements and positive operator valued measurements. The advantages and disadvantages of each method with respect to applications in psychology are discussed.Comment: one of the aims of this review paper is to attract attention of experts in quantum information and probability (as well as in quantum foundations) to a new rapidly growing field of applications of quantum theory. The paper establishes the correspondence between concepts of quantum theory and concepts of cognitive science and psychology. Submitted to Physica Script

    Patterns driven by combined AC and DC electric fields in nematic liquid crystals

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    The effect of superimposed ac and dc electric fields on the formation of electroconvection and flexoelectric patterns in nematic liquid crystals was studied. For selected ac frequencies an extended standard model of the electro-hydrodynamic instabilities was used to characterize the onset of pattern formation in the two-dimensional parameter space of the magnitudes of the ac and dc electric field components. Numerical as well as approximate analytical calculations demonstrate that depending on the type of patterns and on the ac frequency, the combined action of ac and dc fields may either enhance or suppress the formation of patterns. The theoretical predictions are qualitatively confirmed by experiments in most cases. Some discrepancies, however, seem to indicate the need to extend the theoretical description
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