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www.nicerf.com RF125
NiceRF Wireless Technology Co., Ltd. Rev 1.1 -
2
-
sales@nicerf.com
Catalogue
1. Overview......................................................................................................................................................................... 3
2. Features........................................................................................................................................................................... 3
3. Applications.....................................................................................................................................................................4
4. Electrical Characteristics(@Vcc=3.3V ANT connected to 50 ohm load)...................................................................4
5. Operation Description.....................................................................................................................................................5
6. Block Diagram................................................................................................................................................................ 7
7. Typical circuit..................................................................................................................................................................9
8. Pin definition.................................................................................................................................................................10
9. Communication antenna............................................................................................................................................... 12
10. Mechanical dimension(Unit: mm)..............................................................................................................................12
11. RF125-RA operating instructions............................................................................................................................... 13
Appendix 1: Furnace temperature curve...........................................................................................................................14
Note: Revision History