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)
THIS DRAWING CONTAINS INFORMATION THAT IS PROPRIETARY TO MOLEX ELECTRONIC TECHNOLOGIES, LLC AND SHOULD NOT BE USED WITHOUT WRITTEN PERMISSION
CURRENT REV DESC:
EC NO: 176518
DRWN:
TNAKAGAWA01
2018/05/10
CHK'D:
RTAKEUCHI
2018/05/14
APPR:
RTAKEUCHI
2018/05/14
INITIAL REVISION:
DRWN:
AISHII
2012/09/05
APPR:
KMORIKAWA
2013/03/15
THIRD ANGLE PROJECTION
DRAWING SERIES
A3-SIZE
52559
DIMENSION UNITS
SCALE
mm
5:1
GENERAL TOLERANCES
(UNLESS SPECIFIED)
ANGULAR TOL
±
3.0 °
4 PLACES
±
0.2
3 PLACES
±
0.2
2 PLACES
±
0.2
1 PLACE
±
0.25
0 PLACES
±
0.3
DRAFT WHERE APPLICABLE
MUST REMAIN
WITHIN DIMENSIONS
EMBOSS TAPE PACKAGED FOR
0.5MM FPC CONN ZIF S/T HOUSING ASSY
PRODUCT CUSTOMER DRAWING
DOCUMENT NUMBER
DOC TYPE
DOC PART
REVISION
SD-52559-058
PSD
001
C
MATERIAL NUMBER CUSTOMER SHEET NUMBER
SEE TABLE GENERAL MARKET 2 OF 6
FORMAT: master-tb-prod-A3
REVISION: H
DATE: 2018/01/18
DOCUMENT STATUS P1 RELEASE DATE 2018/05/14 04:50:43
(2.7)
SCREEN THICKNESS : 150μm
SCREEN OPEN RATIO : 100%
マスク厚 : 150μm
マスク開口率 : 100%
6
推奨基板レイアウト
(マウンド面)
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
0.3
±
0.05
補強板:ポリイミド
REINFORCE BOARD: POLYMIDE
絶縁テープ:ポリエステル系(25μm)
INSULATING FILM: PET(25μm)
接着剤(難燃ポリエステル系)
ADHESIVE(FLAME-RETARDANT
POLYESTER ADHESIVE)
仕上がり厚さ
THICKNESS
熱硬化接着剤
THERMOSETTING ADHESIVE
0.3
±
0.05
めっき:錫めっき(0.5-1.2μm)
下地ニッケル(1-5μm)
PLATING: TIN(0.5-1.2μm)
NICKEL UNDER(1-5μm)
ベースフィルム:ポリイミド(25μm)
BASE FILM: POLYIMIDE(25μm)
仕上がり厚さ
THICKNESS
導体部: 銅箔(35 or 50μm)
COPPER FOIL (35 or 50μm)
めっき:錫めっき(0.5-1.2μm)
下地ニッケル(1-5μm)
PLATING: TIN(0.5-1.2μm)
NICKEL UNDER(1-5μm)
カバーレイ : ポリイミド(25μm)
COVER FILM: POLYIMIDE(25μm)
絶縁テープ:ポリエステル系(25μm)
INSULATING FILM: PET(25μm)
熱硬化接着剤
THERMOSETTING ADHESIVE
接着剤(難燃ポリエステル系)
ADHESIVE(FLAME-RETARDANT
POLYESTER ADHESIVE)
FFC構成推奨仕様
RECOMMENDED STRUCTURE OF FFC
導体部: 銅箔(35 or 50μm)
COPPER FOIL (35 or 50μm)
熱硬化接着剤
THERMOSETTING ADHESIVE
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.
26.7 25.9 21.65 20.5 52559-4233 42
25.7 24.9 20.65 19.5 52559-4033 40
23.7 22.9 18.65 17.5 52559-3633 36
21.7 20.9 16.65 15.5 52559-3233 32
20.7 19.9 15.65 14.5 52559-3033 30
19.7 18.9 14.65 13.5 52559-2833 28
19.2 18.4 14.15 13.0 52559-2733 27
18.7 17.9 13.65 12.5 52559-2633 26
17.7 16.9 12.65 11.5 52559-2433 24
17.2 16.4 12.15 11.0 52559-2333 23
16.2 15.4 11.15 10.0 52559-2133 21
15.7 14.9 10.65 9.5 52559-2033 20
14.2 13.4 9.15 8.0 52559-1733 17
13.7 12.9 8.65 7.5 52559-1633 16
13.2 12.4 8.15 7.0 52559-1533 15
12.7 11.9 7.65 6.5 52559-1433 14
11.7 10.9 6.65 5.5 52559-1233 12
10.7 9.90 5.65 4.5 52559-1033 10
10.2 9.40 5.15 4.0 52559-0933 9
8.70 7.90 3.65 2.5 52559-0633 6
DCB(A) ORDER NO. CKT.
2-R0.30
1
1
2
2
3
3
4
4
5
5
6
6
7
7
8
8
9
9
A A
B B
C C
D D
E E