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LONG COMMUNICATIONS

DAIWA CN 901 HP3

<p>
	<strong>FEATURES, FUNCTIONS AND SPECIFICATIONS:</strong><br />
	&bull;&nbsp;Frequency: 1.8 to 200MHz<br />
	&bull;&nbsp;Power Range: 30/300/3000W<br />
	<span style="font-family: arial,helvetica,sans-serif;"><span style="font-family: arial,helvetica,sans-serif;">&bull; SWR Sensitivity: 5 Watt minimum<br />
	<span style="font-family: arial,helvetica,sans-serif;">&bull; Input/Output Impedance: 50 Ohm</span></span></span><br />
	&bull;&nbsp;Input Connectors: UHF-Female ( SO-239 / M)<br />
	<br />
	SWR and Power indicators are installed in one meter unit.One scale will be indicated at the crossing point of the 2 needles. This unique feature makes it possible to read all of Forward Power, Reflected Power and SWR at the same.<br />
	HP3 type can also measure P.E.P Peak Power in SSB operation. (can not measure Reflected Power range.)</p>
<p>
	&nbsp;</p>
<p>
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" /></p>
<p>
	&nbsp;</p>
<p>
	PRICE &euro;235</p>
<p>
	&nbsp;</p>

FEATURES, FUNCTIONS AND SPECIFICATIONS:
• Frequency: 1.8 to 200MHz
• Power Range: 30/300/3000W
• SWR Sensitivity: 5 Watt minimum
• Input/Output Impedance: 50 Ohm

• Input Connectors: UHF-Female ( SO-239 / M)

SWR and Power indicators are installed in one meter unit.One scale will be indicated at the crossing point of the 2 needles. This unique feature makes it possible to read all of Forward Power, Reflected Power and SWR at the same.
HP3 type can also measure P.E.P Peak Power in SSB operation. (can not measure Reflected Power range.)

 

 

PRICE €235

 




How to Order?

Ordering from us is easy - just call 074-9737152 Tuesday, Thursday or Friday, 9.30-5.00 pm. It only takes a few minutes to process your order, and we can help you choose the right products for your purposes. For next day delivery, please call before 1.00 pm.

How to Pay?

We accept credit cards and debit cards over the phone. We accept PayPal and Bank Transfers by email.