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)
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Production Index
Ceramic Filter Series
Filter Terminologies .............................................................................................................. 1
Filter Terminologies ............................................................................................................................. 1
Ceramic Filters (LTA)............................................................................................................ 3
Product Introduction ............................................................................................................................ 3
Dimensions ........................................................................................................................................... 4
Technical Characteristics ..................................................................................................................... 5
Test Circuit ........................................................................................................................................... 6
Order Codes .......................................................................................................................................... 6
Ceramic Filters (LT10.7M) .................................................................................................... 7
Product Introduction ............................................................................................................................ 7
Dimensions ........................................................................................................................................... 8
Technical Characteristics ..................................................................................................................... 9
Test Circuit ......................................................................................................................................... 10
Standard Marking Color .................................................................................................................... 10
Order Codes ........................................................................................................................................ 11
Communication Ceramic Filters (LT 455/450 U/W)............................................................12
Product Introduction .......................................................................................................................... 12
Dimensions ......................................................................................................................................... 13
Technical Characteristics ................................................................................................................... 14
Test Circuit ......................................................................................................................................... 15
Order Codes ........................................................................................................................................ 15
Ceramic Filters (LTB) ..........................................................................................................16
Product Introduction .......................................................................................................................... 16
Dimensions ......................................................................................................................................... 17
Technical Characteristics ................................................................................................................... 18
Test Circuit ......................................................................................................................................... 19
Order Codes ........................................................................................................................................ 19
Communication Ceramic Chip Filters (LTC455/450 U/W).....................................................20
Product Introduction .......................................................................................................................... 20
Dimensions ......................................................................................................................................... 21
Technical Characteristics ................................................................................................................... 22
Test Circuit ......................................................................................................................................... 23
Order Codes ........................................................................................................................................ 23
SMD Ceramic Filters (LTCA/CV10.7M) ..............................................................................24
Product Introduction .......................................................................................................................... 24
Dimensions ......................................................................................................................................... 25
Technical Characteristics ................................................................................................................... 26
Order Codes ........................................................................................................................................ 26
Ceramic Chip Filters (LTCS10.7M) ......................................................................................27
Product Introduction .......................................................................................................................... 27
Dimensions ......................................................................................................................................... 28
Technical Characteristics ................................................................................................................... 28
Test Circuit ......................................................................................................................................... 29
Order Codes ........................................................................................................................................ 29