| Image | Part Number | Description / PDF | Quantity | Rfq |
|---|---|---|---|---|
 |
PEI-Genesis |
CONN RCPT HSG MALE 8POS PNL MNT |
56 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 11POS INLINE |
40 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 53POS PNL MT |
15 |
|
 |
PEI-Genesis |
AE1 12C 4#16, 8#20 SKT RECP |
0 |
|
 |
Souriau-Sunbank by Eaton |
8LT 8C 8#20 PIN RECP |
14 |
|
 |
PEI-Genesis |
AE3 32C 32#20 PIN RECP |
4 |
|
 |
PEI-Genesis |
CONN PLG HSG MALE 8POS INLINE |
0 |
|
 |
Weidmuller |
CONN MALE INSERT 6POS GOLD CRIMP |
100 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 19POS INLINE |
44 |
|
 |
PEI-Genesis |
CONN PLG HSG FMALE 14POS INLINE |
25 |
|
 |
PEI-Genesis |
AE8 12C 12#12 PIN PLUG |
155 |
|
 |
PEI-Genesis |
AE3 11C 11#16 PIN PLUG |
0 |
|
 |
PEI-Genesis |
CONN RCP HSG ML 5P INLINE PNL MT |
49 |
|
 |
PEI-Genesis |
CONN RCPT HSG MALE 19POS PNL MT |
14 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 11POS INLINE |
0 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 8POS PNL MT |
21 |
|
 |
VEAM |
CONN RCPT HSNG MALE 1POS PNL MT |
561 |
|
 |
PEI-Genesis |
AE3 8C 8#20 SKT RECP |
171 |
|
 |
PEI-Genesis |
CONN RCPT HSG MALE 4POS PNL MNT |
15 |
|
 |
PEI-Genesis |
CONN RCPT HSG FMALE 12POS PNL MT |
5 |
|
Circular connectors housings are electromechanical devices designed to protect and organize electrical contacts in circular configurations. They serve as mechanical support structures while providing environmental protection, electrical insulation, and strain relief. These housings are critical components in maintaining signal integrity and power transmission across diverse applications, from industrial automation to aerospace systems.
| Type | Functional Features | Application Examples |
|---|---|---|
| Metal Housings | High durability, EMI/RFI shielding, vibration resistance | Military equipment, aerospace systems |
| Plastic Housings | Lightweight, corrosion-resistant, cost-effective | Consumer electronics, medical devices |
| Hybrid Housings | Combination of metal/plastic for optimized performance | Automotive sensors, industrial machinery |
| High-Density Housings | Miniaturized contact arrangements with advanced insulation | Telecom equipment, data centers |
Typical circular connector housings consist of: - Shell Body: Cylindrical main structure (metal/plastic) with mounting threads - Contact Cavities: Precision-machined compartments for terminal placement - Sealing System: Integrated gaskets/O-rings for IP65+ protection - Polarization Key: Mechanical feature preventing misalignment - Retention System: Threaded coupling or bayonet mechanisms - Cable Entry: Strain relief provisions with gland seals
| Parameter | Importance |
|---|---|
| Current Rating (A) | Determines power transmission capacity |
| Voltage Withstand (V) | Ensures dielectric strength |
| Operating Temperature (-40 C to +125 C) | Defines environmental tolerance |
| Vibration Resistance (10-2000Hz) | Crucial for harsh environments |
| IP Rating (IP67/IP68) | Specifies ingress protection level |
| Contact Retention Force | Prevents accidental disconnection |
| Manufacturer | Representative Product |
|---|---|
| TE Connectivity | DEUTSCH DT series metal housings |
| Amphenol | Hermetic circular connector enclosures |
| Molex | T1 Mini sealed automotive housings |
| Phoenix Contact | Heavy-duty QUICKON connectors |
Key considerations include: - Environmental factors (temperature, moisture, chemicals) - Mechanical requirements (vibration, shock, mating cycles) - Electrical parameters (current/voltage requirements) - Material compatibility (corrosion resistance needs) - Space constraints and mounting options - Cost vs. performance trade-offs Example: For underwater robotics applications, prioritize IP68-rated plastic housings with corrosion-resistant coatings and pressure sealing.
Current development trends include: - Miniaturization for IoT device integration - Advanced polymer composites for weight reduction - Integrated smart sensors in connector housings - Enhanced EMI shielding for 5G applications - Sustainability focus on recyclable materials - Additive manufacturing enabling complex geometries