11 research outputs found

    Design and Experimental Verification of a CMOS Adiabatic Logic with Single-Phase Power-Clock Supply

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    Abstract A new adiabatic CMOS logic that operates from a single-phase power-clock is presented. A simple and efficient power-clock generator is integrated with the logic to generate the required AC power-clock supply waveform. Circuit performance is evaluated using a chain of inverters realized in 1.2mm technology. Experimental results show energy savings comparable to other adiabatic logic families that require multiphase power-clocks. I

    A New Model for Timing Jitter Caused by Device Noise in Current-Mode Logic Frequency Dividers

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    Abstract. A new method for predicting timing jitter caused by device noise in current-mode logic (CML) frequency dividers is presented. Device noise transformation into jitter is modeled as a linear time-varying (LTV) process, as opposed to a previously published method, which models jitter generation as a linear time-invariant (LTI) process. Predictions obtained using the LTV method match jitter values obtained through exhaustive simulation with an error of up to 7.7 %, whereas errors of the jitter predicted by the LTI method exceed 57 %.

    Tomographic Image Reconstructing Using Systolic Array Alogrithms

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    In Computed Tomography (CT), two-dimensional (2-D) slices or three-imensional (3-D) volumes of an object are reconstructed from many projected line-integrals (usually x-ray transmission data) around the object. As the data collection capabilities and reconstruction algorithms for CT have become more sophisticated over the years, the demands on computer systems have become correspondingly greater. For example, cone-beam data acquisition of a single 2-D projection containing 1024 by 1024 resolution is now easily achievable in much less than 1 second. Accepting and processing a volume of data at those rates is impossible for most conventional computers. Also, recent limited-data reconstruction algorithms using iterative schemes between image and projection domains [1] require large amounts of very time-consuming calculations. In this case, repeated use of a constrained projection model (or the Radon transform, named after mathematician Johann Radon [2]) followed by a reconstruction algorithm (or inverse Radon transform) is used to converge on the correct answer.</p

    Antebellum Southern Political Economists and the Problem of Slavery

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    What's in a Name? Would a Rose by Any Other Name Really Smell as Sweet?

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