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Product Search Data Sheet
DSS1ZB32A332Q55B “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1ZB32A332Q55# from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en-us/products/productdetail?partno=DSS1ZB32A332Q55%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
3 of 3