da Silva, Solutions for a fractional diffusion equation: anomalous diffusion and adsorptiondesorption processes. Psychalinos, Complex Filters for Short Range Wireless Networks (Springer, New York, 2012)Į. Psychalinos, 1.5-V complex filters using current mirrors. Drubin, Network synthesis using legendre and hermite polynomials. Trujillo, Theory and applications of fractional differential equations, vol. Trujillo, \(\alpha \)-Analytic solutions of some linear fractional differential equations with variable coefficients. Machado, Fractional control of heat diffusion systems. Lorenzo, Dynamics and control of initialized fractional-order systems. Goodrich, Existence of a positive solution to a class of fractional differential equations. Elwakil, Towards the realization of fractional step filters, in ISCAS 2010 - 2010 IEEE Int. Maundy, Approximated fractional-order inverse Chebyshev lowpass filters.
Freeborn, Comparison of \((1+\alpha )\)fractional-order transfer functions to approximate lowpass butterworth magnitude responses. Elwakil, Approximated fractional order Chebyshev lowpass filters. Ferrise, Periodic disturbance rejection for fractional-order dynamical systems. BeheshtAien, A note on fuzzy best approximation using Chebyshev’s polynomials. Arora, Approximate solution of inhomogeneous fractional differential equation. Tenreiro Machado, A review of definitions for fractional derivatives and integral. Steyaert, Transceivers in the frequency domain. Vinagre, A new IIR-type digital fractional order differentiator. Uplane, Comparative study of Chebyshev I and Chebyshev II filter used for noise reduction in ECG signal. Boyd, Chebyshev and Fourier Spectral Methods (Dover Publications, 2000)
Biswal, Ordinary Differential Equations, 2nd edn. Soliman, Fractional order butterworth filter: active and passive realizations.
#Advanced design system 2017 equation series
Al-Bassam, On the existence of series solution of differential equations of generalized order. Biswas, Practical realization of tunable fractional order parallel resonator and fractional order filters. Das, Extending the concept of analog Butterworth filter for fractional order systems. However, the non-linear series resistance extracted from a small signal analysis (SSA) strongly influences the conversion efficiency at low input powers.A. Indeed, bias independent values extracted in forward regime on I-V curve are sufficient.
#Advanced design system 2017 equation software
Harmonic Balance (HB) simulation on a rectifier circuit within Advanced Design System (ADS) software shows that considering non-linear ideality factor and saturation current for the electrical model of the Schottky diode does not seem essential. The I-V characteristic highlights the dependence of the ideality factor and the current saturation with bias. The weight of tunneling and thermionic current is quantified according to different degrees of tunneling modelling. This article is based on a Monte-Carlo (MC) solver of the Boltzmann Transport Equation (BTE) including different transport mechanisms at the metal-semiconductor contact such as image force effect or tunneling. Before designing a detector circuit, the electrical parameters extraction of the Schottky diode is a critical step.