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ISO 9001 ISO 14001 AS 9100 CERTIFIED
Mini-Circuits
®
P.O. Box 350166, Brooklyn, New York 11235-0003 (718) 934-4500 Fax (718) 332-4661
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®
Notes: 1. Performance and quality attributes and conditions not expressly stated in this specification sheet are intended to be excluded and do not form a part of this specification sheet. 2. Electrical specifications
and performance data contained herein are based on Mini-Circuit’s applicable established test performance criteria and measurement instructions. 3. The parts covered by this specification sheet are subject to
Mini-Circuits standard limited warranty and terms and conditions (collectively, “Standard Terms”); Purchasers of this part are entitled to the rights and benefits contained therein. For a full statement of the Standard
Terms and the exclusive rights and remedies thereunder, please visit Mini-Circuits’ website at www.minicircuits.com/MCLStore/terms.jsp.
For detailed performance specs
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IF/RF MICROWAVE COMPONENTS
2GTHQTOCPEG&CVC%WTXGU
<:
ZX95-3877+
Frequency and Tuning Sensitivity
3500
3600
3700
3800
3900
4000
4100
012345
Tuning Voltage (V)
Frequency (MHz)
30
45
60
75
90
105
120
Tuning Sensitivity (MHz/V)
FREQ. @ -55°C
FREQ. @ +25°C
FREQ. @ +85°C
T.SENS @ +25°C
ZX95-3877+
Power Output
2.0
2.5
3.0
3.5
4.0
012345
Tuning Voltage (V)
Output Power (dBm)
-55°C
+25°C
+85°C
ZX95-3877+
Frequency Pulling & Pushing (Vcc ± 5%)
0.0
0.3
0.6
0.9
1.2
1.5
012345
Tuning Voltage (V)
Pushing (MHz/V)
0
1
2
3
4
5
Pulling (MHz)
Pulling
Pushing
ZX95-3877+
Phase Noise Vs. Tuning Voltage
-150
-140
-130
-120
-110
-100
-90
-80
-70
-60
012345
Tuning Voltage (V)
Phase Noise (dBc/Hz)
1KHz 10KHz 100KHz 1MHz
ZX95-3877+
Phase Noise
-150
-140
-130
-120
-110
-100
-90
-80
-70
-60
1 10 100 1000
Frequency Offset (KHz)
Phase Noise (dBc/Hz)
ZX95-3877+
Harmonics Level
-60
-50
-40
-30
-20
-10
012345
Tuning Voltage (V)
Harmonics (dBc)
F2 F3 F4
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