Results 281 to 290 of about 4,199,573 (346)
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Propagation Errors in Elastic-Constant Inversion
Physica Status Solidi (a), 1981Physical-property tensors obtained through matrix inversion may inherit large errors, which may be asymmetric. Analysis of the cubic-symmetry elastic-constant case where stiffnesses (Cij's) are converted to compliances (Sij's), and vice versa, shows dramatic error-propagation, depending on the C12/C11 ratio. Tensoren physikalischer Eigenschaften,
H. M. Ledbetter +2 more
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Parameter Based Constant Propagation
2012JavaScript is nowadays the lingua franca of web browsers. This programming language is not only the main tool that developers have to implement the client side of web applications, but it is also the target of frameworks such as Google Web Toolkit. Given this importance, it is fundamental that JavaScript programs can be executed efficiently.
Péricles Rafael Oliveira Alves +3 more
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CONSTANT PROPAGATION IN A HIERARCHICAL INTERMEDIATE PROGRAM REPRESENTATION
International Journal of High Speed Computing, 1999A crucial problem in parallelizing compiler design is the choice of a suitable Intermediate Representation (IR) to make parallelism detection and extraction easy and possible. Dependence graphs have long been recognized as useful tools for this aim.
M Giordano +3 more
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Calibration for time domain propagation constant measurements on power cables
IEEE Transactions on Instrumentation and Measurement, 2003 A method has been developed for characterizingthe wave propagation properties of medium voltage (MV) powercables. It delivers the complex propagation constant of lossy cabletransmission lines as a function of frequency.
R Eriksson
exaly +2 more sources
1998
Constant propagation (CP) is a powerful, practically relevant optimization of sequential programs. However, systematic adaptions to the parallel setting are still missing. In fact, because of the computational complexity paraphrased by the catch-phrase “state explosion problem”, the successful transfer of sequential techniques is currently restricted ...
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Constant propagation (CP) is a powerful, practically relevant optimization of sequential programs. However, systematic adaptions to the parallel setting are still missing. In fact, because of the computational complexity paraphrased by the catch-phrase “state explosion problem”, the successful transfer of sequential techniques is currently restricted ...
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Reduction of neural network circuits by constant and nearly constant signal propagation
Proceedings of the 32nd Symposium on Integrated Circuits and Systems Design, 2019This work focuses on optimizing circuits representing neural networks (NNs) in the form of and-inverter graphs (AIGs). The optimization is done by analyzing the training set of the neural network to find constant bit values at the primary inputs. The constant values are then propagated through the AIG, which results in removing unnecessary nodes ...
Augusto Andre Souza Berndt +3 more
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Beam propagation constants for a radial laser array
Applied Optics, 1998The beam quality of a radial laser array, quantified in terms of the M(2) propagation constant, is determined as a function of array element configuration. A lower bound on array M(2) is estimated for both phase-locked and nonphase-locked conditions.
J D, Strohschein +2 more
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The propagating fracture of constant shape
Journal of the Mechanics and Physics of Solids, 1964Abstract The propagating tensile fracture is treated as a steady-state dynamic mixed boundary-value problem in which the displacement at the fracture surface is specified. The displacement is made to correspond to an ellipse of constant shape at all velocities of fracture propagation.
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Propagation constant of a transmission line
Electrical Engineering, 1932Starting with the logarithmic variation of voltage and current along a transmission line, a derivation of the propagation constant is given in this article, depending only upon the application of Kirchoff's laws and simple hyperbolic trigonometry.
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Broadband constant‐coefficient propagators
Geophysical Prospecting, 2005ABSTRACTThe phase error between the real phase shift and the Gazdag background phase shift, due to lateral velocity variations about a reference velocity, can be decomposed into axial and paraxial phase errors. The axial phase error depends only on velocity perturbations and hence can be completely removed by the split‐step Fourier method. The paraxial
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