7,615 research outputs found

    Design feasibility of an advanced technology supersonic cruise aircraft

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    Research and development programs provide confidence that technology is in-hand to design an economically attractive, environmentally sound supersonic cruise aircraft for commercial operations. The principal results of studies and tests are described including those which define the selection of significant design features. These typically include the results of: (1) wind-tunnel tests, both subsonic and supersonic, (2) propulsion performance and acoustic tests on noise suppressors, including forward-flight effects, (3) studies of engine/airframe integration, which lead to the selection of engine cycles/sizes to meet future market, economic, and social requirements; and (4) structural testing

    The role of bacteria in the turnover of organic carbon in deep-sea sediments

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    The cycling of organic carbon in the deep sea was inferred from measurements of sediment trap and box core samples taken on the Biscay and Demerara abyssal plains of the North Atlantic. Of the input of organic carbon to the bottom, less than 10% was buried, i.e., not consumed biologically. Based on laboratory measurements of bacterial activity in the sediment samples, incubated under in situ temperature and pressure, it was possible to attribute at least 13 to 30% of the total inferred biological consumption of organic carbon to microbial utilization. The complementarity of results from these biochemical and microbiological measurements implies that the decompression of cold abyssal samples during retrieval efforts does not prevent meaningful experiments on the microbial inhabitants, once returned to in situ pressure

    Preparation of Dicke States in an Ion Chain

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    We have investigated theoretically and experimentally a method for preparing Dicke states in trapped atomic ions. We consider a linear chain of NN ion qubits that is prepared in a particular Fock state of motion, ∣m>|m>. The mm phonons are removed by applying a laser pulse globally to the NN qubits, and converting the motional excitation to mm flipped spins. The global nature of this pulse ensures that the mm flipped spins are shared by all the target ions in a state that is a close approximation to the Dicke state \D{N}{m}. We calculate numerically the fidelity limits of the protocol and find small deviations from the ideal state for m=1m = 1 and m=2m = 2. We have demonstrated the basic features of this protocol by preparing the state \D{2}{1} in two 25^{25}Mg+^+ target ions trapped simultaneously with an 27^{27}Al+^+ ancillary ion.Comment: 5 pages, 2 figure

    Unitarity potentials and neutron matter at the unitary limit

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    We study the equation of state of neutron matter using a family of unitarity potentials all of which are constructed to have infinite 1S0^1S_0 scattering lengths asa_s. For such system, a quantity of much interest is the ratio ξ=E0/E0free\xi=E_0/E_0^{free} where E0E_0 is the true ground-state energy of the system, and E0freeE_0^{free} is that for the non-interacting system. In the limit of as→±∞a_s\to \pm \infty, often referred to as the unitary limit, this ratio is expected to approach a universal constant, namely ξ∼0.44(1)\xi\sim 0.44(1). In the present work we calculate this ratio ξ\xi using a family of hard-core square-well potentials whose asa_s can be exactly obtained, thus enabling us to have many potentials of different ranges and strengths, all with infinite asa_s. We have also calculated ξ\xi using a unitarity CDBonn potential obtained by slightly scaling its meson parameters. The ratios ξ\xi given by these different unitarity potentials are all close to each other and also remarkably close to 0.44, suggesting that the above ratio ξ\xi is indifferent to the details of the underlying interactions as long as they have infinite scattering length. A sum-rule and scaling constraint for the renormalized low-momentum interaction in neutron matter at the unitary limit is discussed.Comment: 7.5 pages, 7 figure

    Hermitian boson mapping and finite truncation

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    Starting from a general, microscopic fermion-to-boson mapping that preserves Hermitian conjugation, we discuss truncations of the boson Fock space basis. We give conditions under which the exact boson images of finite fermion operators are also finite (e.g., a 1+2-body fermion Hamiltonian is mapped to a 1+2-body boson Hamiltonian) in the truncated basis. For the most general case, where the image is not necessarily exactly finite, we discuss how to make practical and controlled approximations.Comment: 12 pages in RevTex with no figures, Los Alamos preprint # LA-UR-94-146

    Multipole strength function of deformed superfluid nuclei made easy

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    We present an efficient method for calculating strength functions using the finite amplitude method (FAM) for deformed superfluid heavy nuclei within the framework of the nuclear density functional theory. We demonstrate that FAM reproduces strength functions obtained with the fully self-consistent quasi-particle random-phase approximation (QRPA) at a fraction of computational cost. As a demonstration, we compute the isoscalar and isovector monopole strength for strongly deformed configurations in 240^{240}Pu by considering huge quasi-particle QRPA spaces. Our approach to FAM, based on Broyden's iterative procedure, opens the possibility for large-scale calculations of strength distributions in well-bound and weakly bound nuclei across the nuclear landscape.Comment: 5 pages, 3 figure

    Trapped-Ion Quantum Simulator: Experimental Application to Nonlinear Interferometers

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    We show how an experimentally realized set of operations on a single trapped ion is sufficient to simulate a wide class of Hamiltonians of a spin-1/2 particle in an external potential. This system is also able to simulate other physical dynamics. As a demonstration, we simulate the action of an nn-th order nonlinear optical beamsplitter. Two of these beamsplitters can be used to construct an interferometer sensitive to phase shifts in one of the interferometer beam paths. The sensitivity in determining these phase shifts increases linearly with nn, and the simulation demonstrates that the use of nonlinear beamsplitters (nn=2,3) enhances this sensitivity compared to the standard quantum limit imposed by a linear beamsplitter (nn=1)
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