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2707 Black Lake Place, Philadelphia, PA 19154
TEL 215-464-4000 · · · · FAX 215-464-4001
CHARACTERISTIC TYPICAL MIN/MAX
Ta= 25 ºC Ta = -55 ºC to +85 ºC
Frequency
Typical Intermodulation Performance at 25 º C
Second Order Harmonic Intercept Point .......... + (T yp.)
Second Order Two Tone Intercept Point .......... + (T yp.)
Third Order Two Tone Intercept Point .............. + (Typ.)
Legend + 25 ºC + 85 ºC - - - - - - -55 ºC
Power Vdc
mA
RF AMPLIFIER
MODEL
A vailable as: TM5670, 4 Pin TO-8 (T4)
TN5670, 4 Pin Surface Mount (SM3)
FP5670, 4 Pin Flatpack (FP4)
BX5670, Connectorized Housing (H1)
Features
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■ Operating Temp. - 55 ºC to +85 ºC
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■Environmental Screening Available
Note: Care should always be taken to effectively ground the case of each unit.
Noise figure (dB)
VSWR In
Out
Reverse
Isolation (dB)
Power @ 1 dB
Comp. (dBm)
Gain (dB)
Specifications
Typical Performance Data
Maximum Ratings
Ambient Operating Temperature.............-55ºC to + 100 ºC
Storage Temperature .............................-62ºC to + 125 ºC
Case Temperature .............................................. + 125 ºC
DC Voltage ........................................................+ 10 Volts
Continuous RF Input Power ............................... + 13 dBm
Short Term RF Input Power ............................ 50 Mi lli watts
.................................................................(1 Minute Max.)
Maximum Peak Power ...................................0.5 Watt
(3 µsec Max.)
Gain (dB) Reverse Isolation (dB) Noise Figure (dB)
1 dB Comp. (dBm) Input VSWR Output VSWR
3/13/03