DC338B-B

Mfr. #:: DC338B-B
メーカー:: Analog Devices Inc.
説明:: Active Filter Development Tools LTC1563-3CGN - Universal Lowpass Filter
ライフサイクル:: メーカー新製品
データシート:: DC338B-B データシート
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ECAD Model:
詳しくは:: DC338B-B 詳しくは DC338B-B Product Details

製品属性
属性値

メーカー：: アナログ・デバイセズ

製品カテゴリ：: アクティブフィルター開発ツール

JBoss：: Y

製品：: デモンストレーションボード

ツールは以下の評価用です：: LTC1563-3

カットオフ周波数：: 256 Hz to 256 kHz

動作供給電圧：: 2.7 V to 11 V

シリーズ：: LTC1563

ブランド：: アナログ・デバイセズ

製品タイプ：: アクティブフィルター開発ツール

ファクトリーパックの数量：: 1

サブカテゴリ：: 開発ツール

Tags: DC33, DC3

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Quality Guarantees

We provide 90-360 days warranty.

If the items you received were not in perfect quality, we would be responsible for your refund or replacement, but the items must be returned in their original condition.
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Step1:
Vacuum Packaging with PL

Step2:
Anti-Static Bag

Step3:
Packaging Boxes

DC338B-B 説明

***ical: Fourth Order Active RC Filter ICs Demonstration circuit

***i-Key: EVAL BOARD FOR LTC1563-3CGN

***hardson RFPD: SEMICONDUCTOR DESIGNER KIT

***log Devices: The LTC1563-2/LTC1563-3 are a family of extremely easy-to-use, active RC lowpass filters with rail-to-rail inputs and outputs and low DC offset suitable for systems with a resolution of up to 16 bits. The LTC1563-2, with a single resistor value, gives a unity-gain Butterworth response. The LTC1563-3, with a single resistor value, gives a unity-gain Bessel response. The proprietary architecture of these parts allows for a simple resistor calculation: R = 10k (256kHz/fC); fC = Cutoff Frequency where fC is the desired cutoff frequency. For many applications, this formula is all that is needed to design a filter. By simply utilizing different valued resistors, gain and other responses are achieved. The LTC1563-X features a low power mode, for the lower frequency applications, where the supply current is reduced by an order of magnitude and a near zero power shutdown mode. The LTC1563-Xs are available in the narrow SSOP-16 package (Same footprint as an SO-8 package). Applications Discrete RC Active Filters and Modules Antialiasing Filters Smoothing or Reconstruction Filters Linear Phase Filtering for Data Communication Phase Locked Loops

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