Datasheet Linear Technology LTC1563-2CGN#PBF

Datasheets

Prices

Packaging

Parametrics

Eco Plan

Other Options

LTC1563-3

Design Notes

• Download
  Free FilterCAD 3.0 Software Designs Filters Quickly and Easily &mdash DN245
  PDF, 324 Kb, File published: Dec 1, 2001
  Extract from the document

  Free FilterCAD 3.0 Software Designs Filters Quickly and Easily
  Design Note 245
  Philip Karantzalis
  Analog filters must satisfy multiple design specifications (i.e., gain, phase and time response) and implementation constraints (i.e., component tolerance, IC
  package and power supply voltage and current limitations). The design of a complex filter network requires
  substantial mathematical work and experience in an
  available technology (i.e., integrated circuits or op
  amps and discrete components). Linear Technology’s
  FilterCADВ® 3.0 (FCAD) automates and simplifies the
  process of analog filter design and implementation.
  FCAD is a Microsoft Windows-based program. FCAD
  reduces the lengthy process of selecting and designing
  an optimal filter to a sequence of mouse clicks. Based
  on a user’s input of filter parameters, FCAD designs a
  filter response and then implements that response as a
  practical circuit using a Linear Technology active RC or
  switched-capacitor filter IC. FCAD can realize lowpass,
  highpass, bandpass and notch filters with a variety of
  responses, including Butterworth, Bessel, Chebyshev,
  elliptic and minimum Q elliptic. In addition, with FCAD,
  a custom filter can be designed to meet an arbitrary
  set of specifications. FCAD features two distinct paths,
  Quick Design/Implement for quick answers to filter …

• Download
  Replace Discrete Lowpass Filters with the LTC1563 Zero Design Effort, Two Item BoM and No Surprises &mdash DN251
  PDF, 80 Kb, File published: Mar 1, 2001
  Extract from the document

  Replace Discrete Lowpass Filters with the LTC1563 Zero Design
  Effort, Two Item BoM and No Surprises – Design Note 251
  Doug La Porte
  The LTC В®1563 family of continuous time, monolithic
  п¬Ѓlter products reduces lowpass п¬Ѓlter design to a simple
  resistor value calculation:
  R = 10k (256kHz/fC)
  where
  R = the resistor value in Ohms
  fC = the filter’s cutoff frequency in Hertz
  (256Hz ≤ fC ≤ 256kHz)
  It’s that simple. With the help of any basic calculator
  (or slide rule), п¬Ѓlters are designed in a few seconds.
  With the LTC1563, not only is the design process painless, but the end result is an easy-to-build circuit that has
  been fully specified for its performance as a filter—not
  just an op amp, a resistor or a capacitor. Additionally,
  layout sensitivity is minimized and you only need to
  specify one passive component—a resistor. single resistor value (six resistors are required to form
  the п¬Ѓlter, but they are all the same value). Similarly, the
  LTC1563-3 gives a unity gain, 4th order Bessel lowpass
  п¬Ѓlter where the cutoff frequency is also set by a single
  resistor value. The resistor value is calculated by the
  simple formula above. …

Articles

• Download
  Sub-µA RMS Current Measurement for Quartz Crystals &mdash LT Journal
  PDF, 336 Kb, File published: Jun 14, 2007
  Extract from the document

  DESIGN IDEAS L Sub-µA RMS Current Measurement
  by Jim Williams
  for Quartz Crystals
  Quartz crystal RMS operating current is critical to long-term stability,
  temperature coefficient and reliability.
  Accurate determination of RMS crystal current, especially in micropower
  types, is complicated by the necessity
  to minimize introduced parasitics,
  particulary capacitance, which corrupt
  crystal operation.
  Figure 1’s high gain, low noise
  amplifier combines with a commercially available closed core current probe to permit the measurement.
  An RMS-to-DC converter supplies
  the RMS value. The quartz crystal
  test circuit shown in dashed lines
  exemplifies a typical measurement
  situation. The Tektronix CT-1 current
  probe monitors crystal current while
  introducing minimal parasitic loading.
  The probe’s 50Ω terminated output
  is fed to A1. A1 and A2 take a closed
  loop gain of 1120; excess gain over a
  nominal gain of 1000 corrects for the CT-1’s 12% low frequency gain error …

• Download
  DC Accurate, Rail-to-Rail Active RC Lowpass Filter Replaces Discrete Designs &mdash LT Journal
  PDF, 257 Kb, File published: May 1, 2000
  Extract from the document

  DESIGN FEATURES DC Accurate, Rail-to-Rail Active RC
  Lowpass Filter Replaces Discrete
  Designs—One Resistor Value
  Sets the Cutoff Frequency
  by Doug La Porte
  No More Complex Equations,
  Beyond design simplicity, the without gain, can be obtained using
  No More Precision Capacitors, LTC1563 facilitates manufacturability. unequal valued resistors calculated
  No More Frustration
  For a discrete design to achieve the with a more complex set of equations
  The LTC1563-2 and LTC1563-3 form
  a family of extremely easy to use, 4th
  order active RC lowpass filters (no
  signal sampling or clock requirements). They cover cutoff frequencies
  ranging from 256Hz to 256kHz while
  operating at supplies from as low as a
  single 3V (2.7V minimum) up to В±5V.
  The LTC1563 also features rail-torail input and output operation with,
  typically, 1mV of DC offset. The design
  of the most popular filter responses is
  trivial, requiring only six resistors of
  identical value and no external
  capacitors. The cutoff frequency of …

• Download
  Save Space and Expense by Extracting Two Lowpass Filters Out of a Single LTC1563 &mdash LT Journal
  PDF, 84 Kb, File published: May 1, 2002
  Extract from the document

  DESIGN IDEAS Save Space and Expense by
  Extracting Two Lowpass Filters
  Out of a Single LTC1563
  by Doug La Porte
  Introduction
  Lowpass filters are required in systems for a variety of reasons: to limit
  the noise bandwidth, smooth out transition edges or remove unwanted
  signals. To make it easy for designers
  to use lowpass filters, Linear Technology Corporation developed the
  LTC1563-2 and LTC1563-3, for which
  a simple formula and a single resistor
  value set the cutoff frequency. The
  LTC1563 features two 2nd order
  building block sections, which can be
  cascaded to form a 4th order filter.
  Some applications, though, do not
  require the higher order filtering, but
  they do require more filters. For these
  applications, the LTC1563 building
  block sections can be used separately
  to produce a dual 2nd or 3rd order
  filter, thus saving the space and expense of additional ICs.
  The FilterCADв„ў filter design …

Model Line

Manufacturer's Classification

• Signal Conditioning > Filters > Lowpass Filters

Other Names:

LTC1563-2CGNPBF, LTC1563-2CGN PBF, LTC15632CGN#PBF, LTC1563 2CGN#PBF