SYS-1533-2N EPCOM INDUSTRIAL VHF SYSCOM Duplexer 6 Cavities for 148-160 MHz 50 Watt 5 MHz Split Reject Band N Females.
VHF Duplexer 6 Cavity for 148-160 MHz 50 Watt N Female Connectors.
General Features:
- Widely used in full-power mobile radios and repeaters (up to 50 W).
- Minimal frequency shift due to temperature changes.
- Silver-plated copper tube resonators (UHF) and tinned copper helical resonators (VHF).
- Teflon insulation for VHF and UHF.
- Interconnection with conformable cables reduces insertion loss.
- This device will not help resolve sensitivity issues in high RF incident areas.
- Shielded with extruded 6063-T5 tempered aluminum cavities.
Technical Specifications:
- TX-RX Frequency Separation: 5 to 8 MHz.
- Maximum Insertion Loss: 1.2 dB.
- Isolation between Tx and Rx: 80 dB.
- Maximum Continuous Power: 50 Watts.
- Connector: N Female (BNC Optional).
- Impedance: 50 Ohms.
- VSWR (Voltage Standing Wave Ratio): 1.5:1.
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)
NOTE: For models with a BNC connector the letter "N" at the end of the model is removed. For example SYS-1533-1.
We manufacture Special Jumpers.
- Any cable any length any connector any quantity.
- Specialized machinery and extensive experience from our staff allow us to professionally manufacture your coaxial cable "jumpers" with great presentation quality and reliability at a reduced price.
- We only use the highest quality cables and connectors.
Allow us to provide you with a quote. Call us
2024-02-23 11:55:12
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