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Titlebook: Analog/RF and Mixed-Signal Circuit Systematic Design; Mourad Fakhfakh,Esteban Tlelo-Cuautle,Rafael Castr Book 2013 Springer-Verlag Berlin

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楼主: hedonist
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Efficient Synthesis Methods for High-Frequency Integrated Passive Components and Amplifiersamework is difficult to apply to synthesis tasks at high frequencies (e.g. 40GHz and above) due to the distributed effect. When directly embedding the computationally expensive electromagnetic (EM) simulations in the optimization loop, a too long synthesis time results. This chapter presents a new m
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A Designer-Assisted Analog Synthesis Flowog IP is the key element of the synthesis flow, it is taken into account to automatically generate the analog IP design procedure and the physical view. Thus both consistency and accuracy of the final design are ensured. The presented flow bridges the gap between the two traditional approaches relat
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Applications of Symbolic Analysis in the Design of Analog Circuitsar, three phases of the design cycle of an integrated circuit are considered: the simulation phase, the design centering phase, and the fault diagnosis phase. A biquadratic RC active filter was chosen in order to show the potency of several symbolic programs developed by the authors for particular u
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Synthesis of Electronically-Controllable Signal Processing/Signal Generation Circuits Using Modern Ah bipolar and CMOS technology such that their parameters of interest can be adjusted electronically by means of external DC bias currents or voltages. Traditionally, such circuits have been developed through the so-called operational transconductance amplifier-capacitor (OTA-C) or G.-C circuits. In
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Synthesis of Generalized Impedance Converter and Inverter Circuits Using NAM Expansion function of the complex frequency variable .There are two types of the GIC, the first is the voltage generalized impedance converter (VGIC) and the second is the current generalized impedance converter (CGIC). In this chapter the nodal admittance matrix (NAM) expansion is used to generate all possi
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Fractional Step Analog Filter Designass, highpass, and bandpass filters of order (. + .), where (.) is the fractional-step between the integer orders with value 0 < . < 1. The design of these filters is done using transfer functions in the .-domain without solving fractional-order differential equations in the time domain. The design
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