Datasheet Linear Technology LTC1064-3 — 数据表

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  Take the Mystery Out of the Switched Capacitor Filter &mdash AN40
  PDF, 3.0 Mb, 档案已发布: Mar 1, 1990
  This note presents guidelines for circuits utilizing LTC's switched capacitor filters. The discussion focuses on how to optimize filter performance by optimizing the printed wiring board, the power supply, and the output buffering of the filter. Many additional topics are discussed such as how to select the proper filter response for the application and how to characterize a filter's THD for DSP applications.
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  Application Note 40
  March 1990
  Take the Mystery Out of the Switched-Capacitor Filter:
  The System Designer’s Filter Compendium
  Richard Markell
  INTRODUCTION
  Overview
  This Application Note presents guidelines for circuits utilizing Linear Technology’s switched-capacitor filter family.
  Although the switched-capacitor filter has been designed
  into “telecom” circuits for over 20 years, the newer devices are faster, quieter and lower in distortion. These
  filters now achieve total harmonic distortion (THD) below
  –76dB (LTC®1064-2), wideband noise below 55μVRMS
  (LTC1064-3), high frequency of operation (LTC1064-2,
  LTC1064-3 and LTC1064-4 to 100kHz) and steep roll-offs
  from passband to stopband (LTC1064-1: –72dB at 1.5 ×
  fCUTOFF). These specifications make the new generation of
  switched-capacitor filters from LTC candidates to replace
  all but the most esoteric of active RC filter designs.
  Application Note 40 takes the mystery from the design of
  high performance active filters using switched-capacitor
  filter integrated circuits. To help the designer get the highest performance available, this Note covers most of the
  problems prevalent in system level switched-capacitor
  filter design. The Note covers both tutorial filter material …

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  Better than Bessel Linear Phase Filters For Data Communications &mdash AN56
  PDF, 311 Kb, 档案已发布: Jan 1, 1994
  The pace of the world of digital communications is increasing at a tremendous rate. Each day the engineer is requested to compact more data in the same channel bandwidth with closer channel spacing. This application note discusses some of the requirements and techniques for using the new LTC1064/1164 and LTC1264-7 filters which were designed specifically for digital communications. The terms "channel bandwidth," "eye diagrams" and "linear phase" filtering are discussed without the need for the "engineering speak" which permeates many textbook explanations of the same subjects.
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  Application Note 56
  January 1994 “Better than Bessel” Linear Phase Filters
  for Data Communications
  Richard Markell INTRODUCTION Enter the LTC1264-7 Linear Phase Filter The pace of the world of digital communications is increasing at a tremendous rate. Daily, the engineer is
  requested to compact more data in the same channel
  bandwidth with closer channel spacing. As an example,
  multilevel Pulse Amplitude Modulation (PAM) systems
  can be used to compress data into a bandwidth limited
  channel. The most typical PAM system is simply ones and
  zeros, the binary system. By shifting from a two-level
  system to a four-level system, we double the data bandwidth in a bandwidth limited channel at the expense of
  requiring a 8dB higher signal-to-noise ratio at the receiver.1 This signal-to-noise trade-off to cram more bits
  into the same bandwidth is why filtering is becoming more
  and more critical in data transmission. This is precisely
  why the LTC data communications filters were born. The LTC1264-7 has group delay which is equal to the
  Bessel in the passband while it has rejection at the second
  harmonic of the cutoff frequency of – 30dB versus the
  Bessel’s – 12dB. Thus, Bessel is banished, replaced by a
  better linear phase solution for the data transmission
  problem. Even the most conservative data compaction
  engineer will agree that the LTC1264-7 is “Better than
  Bessel.” Enough hoopla2, let’s get into the details. Filters such as the Bessel switched capacitor filter
  (LTC1064-3), although having excellent transient response, …

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• Signal Conditioning > Filters > Lowpass Filters