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)
4
4.33
5.15
11
5.1
5.1
3.4
3
3.4
10
4.15
4.33
1
This JMC connector is 0.5 mm pitch SMT
type board to board connector with selection
of boss existence. Comparing with
conventional JMC connector, more small
and space saving are realized. V arious types
are available such as top/side entry type
connectors including the development of the
stacking height variation for plug and the
absorption misalignment type for receptacle.
JMC CONNECTOR
0.5mm pitch/Board-to-board connectors
Emboss Tape
Specifications –––––––––––––––––––
• Current rating: 0.5 A AC, DC
• Voltage rating: 50 V AC, DC
• Temperature range: -25˚C to +85˚C
(including temperature rise in applying
electrical current)
• Contact resistance: Initial value/ 50 mΩmax.
After environmental tests/ 100 mΩmax.
• Insulation resistance: 50 MΩmin.
• Withstanding voltage: 100 VAC/minute
* Contact JST for nitrogen (N2) reflow soldering.
*Refer to "General Instruction and Notice when using
Terminals and Connectors" at the end of this catalog.
* Contact JST for details.
*Compliant with RoHS.
Standards ––––––––––––––––––––––
0Recognized E60389
1Certified LR20812
Absorption misalignment type
Plug: Top entry type Plug: Side entry type Receptacle
0.15
+0.1
0
±0.03
0.5 ±0.05
0.3
2.8max
5min
±0.05
0.4
φ
0.5
±0.05
D
0.3
<Lead tip position>
0.8
0.85
PCboardedge
0.85
1.75
0.25
4.35
0.85
0.15 1.42
±0.03
0.5
±0.05
0.3
±0.05
D
+0.1
0
φ
0.6
0.15
±0.03
0.5 ±0.05
0.3
±0.05
D
2.7max
4.7min
±0.05
0.4
+0.1
0
φ
0.5
+0.1
0
φ
0.6
+0.05
00.3
D±0.05
0.5±0.03
1.025±0.05
0.5
1.25
5.5±0.05
2.2±0.05
3.5max
6.2min
0.25
1
Absorption misalignment type
Note: 1. The above figure is the figure viewed from the connector mounting side.
2. Tolerances are non-cumulative:
±
0.03 mm for all centers. The dimensions above should serve as a guideline. Contact JST for details.
Top entry type Side entry type Absorption
misalignment type
Absorption misalignment type
Stacking height: 4.0 to 11.0 mm
Stacking height: 3.0 to 10.0 mm
• Secure mating
• Distortion preventive construction
• Versatile number of circuit and height
• Absorbing misalignment when mating
connector
PC board layout and Assembly layout