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Product Search Data Sheet
DSS1ZB32A472Q91A “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1ZB32A472Q91# from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en-us/products/productdetail?partno=DSS1ZB32A472Q91%23
Attention
1.This datasheet is downloaded from the website of Murata Manufacturing Co., Ltd. Therefore, it’s specifications are subject to change or our products in it may be discontinued
without advance notice. Please check with our sales representatives or product engineers before ordering.
2.This datasheet has only typical specifications because there is no space for detailed specifications.
Therefore, please review our product specifications or consult the approval sheet for product specifications before ordering.
URL : https://www.murata.com/ Last updated01/25/2021
Product Data
Insertion Loss Characteristics Insertion Loss Characteristics (Main Items)
Equivalent Circuit
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