Search Results - "Byrnes, S. J"

Above-bandgap voltages from ferroelectric photovoltaic devices by Yang, S. Y, Seidel, J, Byrnes, S. J, Shafer, P, Yang, C.-H, Rossell, M. D, Yu, P, Chu, Y.-H, Scott, J. F, Ager, J. W, Martin, L. W, Ramesh, R

“…In conventional solid-state photovoltaics, electron–hole pairs are created by light absorption in a semiconductor and separated by the electric field spaning a…”
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Body Wave Tomography of the Cascadia Subduction Zone and Juan de Fuca Plate System: Identifying Challenges and Solutions for Shore‐Crossing Data by M. Bodmer, D. R. Toomey, B. VanderBeek, E. E. Hooft, J. S. Byrnes

“…Abstract Recent seismic results from the Cascadia Initiative indicate that heterogeneity in the oceanic asthenosphere affects subduction dynamics. Accurate…”
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Photovoltaic effects in BiFeO3 by Yang, S. Y., Martin, L. W., Byrnes, S. J., Conry, T. E., Basu, S. R., Paran, D., Reichertz, L., Ihlefeld, J., Adamo, C., Melville, A., Chu, Y.-H., Yang, C.-H., Musfeldt, J. L., Schlom, D. G., Ager, J. W., Ramesh, R.

“…We report a photovoltaic effect in ferroelectric BiFeO3 thin films. The all-oxide heterostructures with SrRuO3 bottom and tin doped indium oxide top electrodes…”
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Lateral Variations in Teleseismic Attenuation of the Conterminous U.S. and New Insights Derived From Its Relationship to Mantle Seismic Velocity by Bezada, M. J., Byrnes, J. S., Zhu, Z., Lee, H.

“…Much of our knowledge of the North American lithosphere comes from imaging seismic velocities. Additional constraints on the subsurface can be gained by…”
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The Dependency Model: A Tool for Calculating System Effectiveness by Byrnes, J. S., Angell, Robert C.

“…The Dependency Model (DM) is a mathematically unsophisticated but useful and practical tool for measuring the effectiveness (reliability, availability,…”
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Smooth PONS by Byrnes, J. S., Moran, W., Saffari, B.

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Instant Walsh Functions by Byrnes, J. S., Swick, D. A.

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Photovoltaic effects in BiFeO 3 by Yang, S. Y., Martin, L. W., Byrnes, S. J., Conry, T. E., Basu, S. R., Paran, D., Reichertz, L., Ihlefeld, J., Adamo, C., Melville, A., Chu, Y.-H., Yang, C.-H., Musfeldt, J. L., Schlom, D. G., Ager, J. W., Ramesh, R.

“…We report a photovoltaic effect in ferroelectric BiFeO 3 thin films. The all-oxide heterostructures with SrRuO 3 bottom and tin doped indium oxide top…”
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Null steering employing polynomials with restricted coefficients by BYRNES, J. S, NEWMAN, D. J

“…Several novel formulations of analytic null steering algorithms for linear arrays are described. Two of them, the beta-technique and the positive coefficient…”
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Complete Multipliers by Byrnes, J. S.

“…We investigate whether the completeness of a complete orthonormal sequence for L2(- π, π) is preserved if the sequence is perturbed by multiplying a portion of…”
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A Complete Set Which is not a Basis by Byrnes, J. S.

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The Massivity of the Square by Byrnes, J. S.

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A notch filter employing coefficients of equal magnitude by Byrnes, J.S.

“…A nearly ideal notch filter with coefficients of equal magnitude is described. Applications to the design of transmitting antenna arrays are discussed briefly…”
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LiDAR Beamsteering by Digitally Switched MEMS Gratings on a Silicon Photonics Platform by Spector, S. J., Cook, E. H., Moebius, M. G., Baruffi, F. A., Bancu, M. G., Benney, L. D., Byrnes, S. J., Chesin, J. P., Geiger, S. J., Goldman, D. A., Hare, A. E., Lane, B. F., Sawyer, W. D., Bessette, C. R.

“…A new method for solid-state beamsteering using MEMS grating switches integrated on a Si-PIC has been demonstrated. This method provides fast random access…”
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A Lower Jackson Bound on (- ∞, ∞) by Byrnes, J. S., Newman, D. J.

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Completeness Preserving Multipliers by Byrnes, J. S., Newman, D. J.

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Uniqueness Theorems for Convolution-Type Equations by Byrnes, J. S., Newman, D. J.

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The L4Norm of a Polynomial with Coefficients ± 1 by Newman, Donald J., Byrnes, J. S.

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The L(4) Norm of a Polynomial with Coefficients (Plus or Minus) 1 by Newman, Donald J, Byrnes, J S

“…A classic unresolved question regarding polynomials is discussed. The earlier work of Jean-Pierre Kahane and H. S. Shapiro is used in the formulation of a…”
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The L 4 Norm of a Polynomial with Coefficients ± 1 by Newman, Donald J., Byrnes, J. S.

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