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)
参考基板レイアウト
RECOMMENDED PCB
PATTERN DIMENSIONS(REF.)
コネクタ位置
(SCALE 5:1)
(ピッチ)
(PITCH)
6
(THICKNESS:0.3
±
0.05)
1.9
(0.6)
1
±
0.1
(N-1)
±
0.1
4.24.2
2.12.1
1.65
1.65
(0.3)
1.6 0.6
(0.4)
2.8
THIS DRAWING CONTAINS INFORMATION THAT IS PROPRIETARY TO MOLEX ELECTRONIC TECHNOLOGIES, LLC AND SHOULD NOT BE USED WITHOUT WRITTEN PERMISSION
CURRENT REV DESC: REVISED
EC NO: 600129
DRWN:
YCHEN128
2018/04/11
CHK'D:
KTAKAHASHI
2018/04/12
APPR:
NUKITA
2018/04/13
INITIAL REVISION:
DRWN:
MUMEDA
2005/03/29
APPR:
NUKITA
2005/04/06
THIRD ANGLE PROJECTION
DRAWING SERIES
A3-SIZE
52271
DIMENSION UNITS
SCALE
mm
10:1
GENERAL TOLERANCES
(UNLESS SPECIFIED)
ANGULAR TOL
±
3.0 °
4 PLACES
±
0.2
3 PLACES
±
0.25
2 PLACES
±
0.3
1 PLACE
±
0 PLACES
±
DRAFT WHERE APPLICABLE
MUST REMAIN
WITHIN DIMENSIONS
1.0 FPC CONN ZIF SMT
(BOTTOM CONTACT) -LEAD FREE-
PRODUCT CUSTOMER DRAWING
DOCUMENT NUMBER
DOC TYPE
DOC PART
REVISION
SD-52271-038
PSD
001
G
MATERIAL NUMBER CUSTOMER SHEET NUMBER
SEE TABLE GENERAL MARKET 2 OF 2
FORMAT: master-tb-prod-A3
REVISION: H
DATE: 2018/01/18
DOCUMENT STATUS P1 RELEASE DATE 2018/04/13 03:50:59
接点部までの嵌合長さ。
LENGTH TO CONTACT POINT.
2. 使用材料 MATERIAL
ハウジング : 46 NYLON、UL94V-0
HOUSING
アクチュエータ:PPS、UL94V-0
ACTUATOR
ターミナル : リン青銅(t=0.25)
TERMINAL PHOS-BRO(t=0.25)
メッキ : 接点部: 金メッキ: 0.1マイクロメートル以上
PLATING CONTACT PORTION: GOLD PLATING: 0.1 MICROMETER MIN.
: 半田付け部 : 錫メッキ: 1.0マイクロメートル以上
SOLDER PORTION: TIN PLATING: 1.0 MICROMETER MINIMUM
: 下地: ニッケルメッキ: 1.0マイクロメートル以上
UNDER PLATING:NICKEL PLATING:1.0 MICROMETER MIN.
金具 : 銅合金(t=0.25)
FITTING NAIL COPPER ALLOY(t=0.25)
メッキ : 錫メッキ :1.0マイクロメートル以上
PLATING TIN PLATING: 1.0 MICROMETER MIN.
: 下地:ニッケルメッキ: 1.0マイクロメートル以上
UNDER PLATING: NICKEL PLATING: 1.0 MICROMETER MIN.
注記: NOTES
1
3
パターンはくり止め用金具
FITTING NAIL FOR PREVENTION OF FOOT PRINT PEELING OF P.C.B PATTERN.
4. エンボステープ梱包時はアクチュエータがロックした状態とする。
IN THE PACKAGE,ACTUATOR OF PART NO.54550-**29 SHOULD BE LOCKED.
テール及び金具の平坦度は、0.15以下とする。
TAIL AND NAIL COPLANARITY TO BE 0.15 MAXIMUM.
パターン書き込み禁止エリア。
NO FOOT PRINT AREA.
5
6
1.8
GENERAL TOLERANCES
(UNLESS SPECIFIED)
10 UNDER ± 0.2
10 OVER 30 UNDER ± 0.25
30 OVER ± 0.3
ANGULAR ± 3 °
DRAFT WHERE APPLICABLE
MUST REMAIN
WITHIN DIMENSIONS
(仕上り厚さ: 0.3
±
0.05)
適合FPC/FFC推奨寸法
APPLICABLE FPC/FFC RECOMMENDED DIMENSION
0.3
±
0.05
補強板:ポリイミド
REINFORCE BOARD: POLYMIDE
仕上がり厚さ
THICKNESS
めっき:金めっき(0.2μm)
下地ニッケル(1-5μm)
PLATING: GOLD(0.2μm)
NICKEL UNDER(1-5μm)
導体部: 銅箔(35μm)
COPPER FOIL (35μm)
接着剤(難燃ポリエステル系)
ADHESIVE(FLAME-RETARDANT
POLYESTER ADHESIVE)
接着剤(難燃ポリエステル系)
ADHESIVE(FLAME-RETARDANT
POLYESTER ADHESIVE)
絶縁テープ:ポリエステル系(25μm)
INSULATING FILM: PET(25μm)
絶縁テープ:ポリエステル系(25μm)
INSULATING FILM: PET(25μm)
0.3
±
0.05
仕上がり厚さ
THICKNESS
接着剤(難燃ポリエステル系)
ADHESIVE(FLAME-RETARDANT
POLYESTER ADHESIVE)
補強板:ポリエステル系
REINFORCE BOARD: PET
カバーレイ : ポリイミド(25μm)
COVER FILM: POLYIMIDE(25μm)
熱硬化接着剤
THERMOSETTING ADHESIVE
ベースフィルム:ポリイミド(25μm)
BASE FILM: POLYIMIDE(25μm)
熱硬化接着剤
THERMOSETTING ADHESIVE
めっき:金めっき(0.2μm)
下地ニッケル(1-5μm)
PLATING: GOLD(0.2μm)
NICKEL UNDER(1-5μm)
導体部: 銅箔(35μm)
COPPER FOIL (35μm)
熱硬化接着剤
THERMOSETTING ADHESIVE
FFC構成推奨仕様
RECOMMENDED STRUCTURE OF FFC
FPC構成推奨仕様
RECOMMENDED STRUCTURE OF FPC
FPC/FFCについて:
抜き方向は、導体側から補強板側を推奨致します。
尚、接着剤の接点部への付着は導通不良の原因になりますので、
染み出しが無い様お願い致します。
ABOUT FPC/FFC:
RECOMMENDED PUNCHER DIRECTION:
FROM CONDUCTOR SIDE TO STIFFNER SIDE
PLEASE PUT APPROPRIATE AMOUNT OF ADHESIVE ON ADHEREND
BECAUSE THERE IS A POSSIBILITY THAT THE EXTRA ADHESIVE
CAUSES THE DEFECT IN ELECTRICAL CONTINUITY.
1
A
1
A
2
B
2
B
3
C
3
C
4
D
4
D
5
E
5
E
6
F
6
F
7
7
8
8
9
9
10
10