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Product Search Data Sheet
DSS1NB31H104Q55# “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1NB31H104Q55# from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en/products/productdetail?partno=DSS1NB31H104Q55%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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