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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
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IF/RF MICROWAVE COMPONENTS
2GTHQTOCPEG&CVC%WTXGU
<:
ZX95-780+
Frequency and Tuning Sensitivity
650
700
750
800
850
024681012
Tuning Voltage (V)
Frequency (MHz)
0
5
10
15
20
Tuning Sensitivity (MHz/V)
FREQ. @ -55°C
FREQ. @ +25°C
FREQ. @ +85°C
T.SENS @ +25°C
ZX95-780+
Power Output
8.5
9.0
9.5
10.0
10.5
11.0
024681012
Tuning Voltage (V)
Output Power (dBm)
-55°C
+25°C
+85°C
ZX95-780+
Frequency Pulling & Pushing (Vcc ± 5%)
0.0
0.5
1.0
1.5
2.0
2.5
3.0
024681012
Tuning Voltage (V)
Pushing (MHz/V)
0.0
0.2
0.4
0.6
0.8
1.0
1.2
Pulling (MHz)
Pulling
Pushing
ZX95-780+
Phase Noise Vs. Tuning Voltage
-160
-150
-140
-130
-120
-110
-100
-90
-80
024681012
Tuning Voltage (V)
Phase Noise (dBc/Hz)
1KHz 10KHz 100KHz 1MHz
ZX95-780+
Harmonics Level
-45
-40
-35
-30
-25
-20
-15
-10
024681012
Tuning Voltage (V)
Harmonics (dBc)
F2 F3 F4
ZX95-780+
Phase Noise
-160
-150
-140
-130
-120
-110
-100
-90
-80
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*\