Enhanced Transmission Line Theory: Frequency-Dependent Line Parameters And Their Insertion in a Classical Transmission Line Equation Solver

The proof we offer here is analytic in character, the main tools being Riemann's mapping theorem and the Beurling-Ahlfors extension of a quasisymmetric

To circumvent these difficulties, the present work in- troduces a generalization to the time-dependent case of a simple analytical approach called Dressed Tunneling Approximation

Detailed primary data on mass flow, energy consumption, and fuel types were obtained from the wood panel surveys and collated with upstream process data for grid

‘advanced’ search interface is specifically designed to search lines with multiple phenotype observations (e.g. trait name, referenced mutant or its abbreviation, reporter

As an application we give an elementary proof of Menu’s theorem that the real line can be decomposed in two homogeneous

In Section 3, we show that these equations may be reduced to a nonlinear evolution equation belonging to the family of nonlinear diffusive Burgers’ equations which admits a

The whole set of measured line positions, intensities, as well as self- and N 2 -broadening coefficients for the ν 6 band of CH 3 Br is given in Table 2, in which the

While the classical Radon transform defined on straight rays models the imaging systems (X-ray scanner, SPECT) which need a relative rotation between the object and the detector