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VMS1197B
CPI X-Band 200 kW Coaxial Magnetron: SFD349
5/20
Beverly Microwave
Division
150 Sohier Road
Beverly, Massachusetts
USA 01915
tel +1 978-922-6000
email BMDMarketing@cpii.com
fax +1 978-922-8914
web www.cpii.com
For more detailed information, please refer to the
corresponding CPI technical description if one has
been published, or contact CPI. Specifications may
change without notice as a result of additional data or
product refinement. Please contact CPI before using
this information for system design.
©2020 Communications & Power Industries LLC.
Company proprietary: use and reproduction is strictly
prohibited without written authorization from CPI.
lectrical Specifications
requency 8.5 – 9.6 GHz
eak power output (min.) 200 kW
verage power output (min.) 200 W
ulse voltage 20.0 – 23.0 kV
eak anode current 27.5 A
verage anode current 27.5 mA
aximum pulse width 2.8
µ
S
uty cycle 0.001
aximum filament voltage 15 V
aximum filament current 3.6 A
inimum warm-up time 150 S
aximum load VSWR 1.5:1
Mechanical and Environmental
Specifications
Cooling Forced air
Maximum body
temperature
125°C
Mounting position Any
Support Mounting flange
Coupling WR 112 mates with
RG-52/U choke flange
modified for clearance holes
Weight
13.5 lbs. (6.12 kg)
With a history of producing high quality
products, we can help your with magnetron.
Contact us at BMDMarketing@cpii.com or
call us at +1 978-922-6000.