Analog CMOS Filters for Very High Frequencies by Bram Nauta PDF

By Bram Nauta

Integrated circuit expertise is normal for the total integration of digital platforms. in most cases, those structures are discovered utilizing electronic ideas carried out in CMOS expertise. The low energy dissipation, excessive packing density, excessive noise immunity, ease of layout and the relative ease of scaling are the using forces of CMOS know-how for electronic functions. elements of those platforms can't be applied within the electronic area and should stay analog. so as to in attaining entire procedure integration those analog features are ideally built-in within the similar CMOS expertise. a big category of analog circuits that must be built-in in CMOS are analog filters.
This booklet offers with very excessive frequency (VHF) filters, that are filters with cut-off frequencies starting from the low megahertz variety to numerous hundreds and hundreds of megahertz. until eventually lately the maximal cut-off frequencies of CMOS filters have been constrained to the low megahertz diversity. through using the ideas provided during this publication the restrict should be driven into the genuine VHF area, and built-in VHF filters turn into possible. software of those VHF filters are available within the box of communique, instrumentation and keep watch over structures. for instance, pre and put up filtering for high-speed advert and DA converters, sign reconstruction, sign deciphering, and so on. the overall layout philosophy utilized in this ebook is to permit purely absolutely the minimal of sign wearing nodes in the course of the complete clear out.
This technique starts off on the filter out synthesis point and is prolonged to the extent of digital circuitry. the result's a filter out recognition during which all capacitators (including parasitics) have a wanted functionality. the benefit of this method is that prime frequency parasitic results (parasitic poles/zeros) are minimally current.
The booklet is a reference for engineers in study or improvement, and is appropriate to be used as a textual content for complicated classes at the topic. >

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21). Chapter 2 25 First define the state vector X, ein and eout x= [ Xl X2 1= [VR. I 1 ,e. = V. x C2 L3 1n In , eout =V out =X 3 . 23) VC4 X3 The state variables are the voltages VC2 and VC4 across the capacitances C2 and C4 and the current through the inductor multiplied with a scaling resistor Rx to obtain a voltage. 24} .. 10. gm3b>-----------~ Vin gmlb gm11 gm31 xI ICxI m12 gm32 X2 gm21 I X3 m23 Cx 2 I gm33 Vout CX3 Fig. 4 by means of the state-space synthesis method. This filter consists of three integrators with the state variables x,.

The key to the low sensitivity of a passive LC-network in a doubly terminated Chapter 2 43 LC-Iadder filter is that any deviation of component values from the nominal values, results in a lower filter output power at the attenuation zero frequencies. The gyrator realization of such a passive filter will also have these sensitivity properties, if any component variation in the network simulating the LC-network results also in a lower filter output power at the attenuation zero frequencies. The circuit simulating the passive LC-network will consist of grounded gyrators and capacitors.

However, this circuit is not suitable for high frequencies since it contains nodes with an undesired capacitor to ground. 3 State-space synthesis. 1 State-space synthesis. A method of formally describing the internal structure of filters is the state-space method [F-5], [1-6). The advantage of the state-space method is that it only requires grounded capacitors in the active realization. 4 will be used as an example. In the state-space representation an nth order filter comprises - like in the SFG method - n integrators.

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