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Mini-Circuits
®
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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
& shopping online see web site
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IF/RF MICROWAVE COMPONENTS
2GTHQTOCPEG&CVC%WTXGU
<:
ZX95-78+
Frequency and Tuning Sensitivity
60
65
70
75
80
85
90
012345
Tuning Voltage (V)
Frequency (MHz)
1
2
3
4
5
6
7
Tuning Sensitivity (MHz/V)
FREQ. @ -55°C
FREQ. @ +25°C
FREQ. @ +85°C
T.SENS @ +25°C
ZX95-78+
Power Output
2.0
2.5
3.0
3.5
4.0
4.5
5.0
012345
Tuning Voltage (V)
Output Power (dBm)
-55°C
+25°C
+85°C
ZX95-78+
Frequency Pulling & Pushing (Vcc ± 5%)
0.000
0.005
0.010
0.015
0.020
0.025
0.030
0.035
012345
Tuning Voltage (V)
Pushing (MHz/V)
0.00
0.05
0.10
0.15
0.20
0.25
0.30
0.35
Pulling (MHz)
Pulling
Pushing
ZX95-78+
Phase Noise Vs. Tuning Voltage
-170
-160
-150
-140
-130
-120
-110
-100
-90
012345
Tuning Voltage (V)
Phase Noise (dBc/Hz)
1KHz 10KHz 100KHz 1MHz
ZX95-78+
Harmonics Level
-60
-50
-40
-30
-20
-10
0
012345
Tuning Voltage (V)
Harmonics (dBc)
F2 F3 F4
ZX95-78+
Phase Noise
-170
-160
-150
-140
-130
-120
-110
-100
-90
1 10 100 1000
Frequency Offset (KHz)
Phase Noise (dBc/Hz)
8 670' (4'37'0%; 219'4176276 +EE *#4/10+%5F$E (4'3 (4'3 2*#5'01+5'F$E*\ (4'3 2*#5'
670' 5'05 /*\ F$O O# 275* 27.. CVQHHUGVU 1((5'6 01+5'CV
/*\8 /*\8 /*\ -*\ /*\
u% u% u% u% u% u%( ( ( M*\ M*\ M*\ /*\ F$E*\