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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 ............ + (Typ.)
Second Order Two T one Intercept Point............. + (Typ.)
Third Order Two T one Intercept Point ................. + (Typ.)
Legend + 25 ºC + 85 ºC - - - - - - -55 ºC
Power Vdc
mA
RF AMPLIFIER
MODEL
Available as: TM7275, 4 Pin TO-8 (T4)
TN7275, 4 Pin Surface Mount (SM3)
FP7275, 4 Pin Flatpack (FP4)
BX7275,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 T emperature .............. -55ºC to + 100 ºC
Storage T emperature ............................... -62ºC to + 125 ºC
Case T emperature.................................................+ 125 ºC
DC Voltage .........................................................+ 1 8 Volts
Continuous RF Input Power ................................. + 1 3 d B m
Short T erm RF Input Power.............................. 50 Milliwatts
................................................................. (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
3/18/03