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Sheet 2 of 10
DOCUMENT CLASSIFICATION TITLE No.
Test Report
テストレポート
MHF III Connector TR-15061
QKE-DFFDE07-07 REV.8
1. 目的 / Purpose
MHF III コネクタについて製品規格(PRS-2107)に基づき評価を行う。
Testing was performed on the MHF III Connector to determine meets the requirement of I-PEX specification
PRS-2107.
2. 結果 / Conclusion
全ての試料が製品規格(PRS-2107)の条件を満足した。
All specimens met the requirements of PRS-2107.
3. 試料 / Sample
MHF III Plug Connector : P/N. 20609-002
MHF III Receptacle Connector: P/N. 20369-001E
Cable: AWG#36 coaxial cable (jacket diameter 0.81mm)
4. 試験方法 / Method
製品規格(PRS-2107)参照。
Refer to product specification PRS-2107.