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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 415
3DJHRI
ROS-1540-419+
Frequency and Tuning Sensitivity
1460
1480
1500
1520
1540
1560
1580
1600
012345
Tuning Voltage (V)
Frequency (MHz)
0
5
10
15
20
25
30
35
Tuning Sensitivity (MHz/V)
FREQ. @ -55°C
FREQ. @ +25°C
FREQ. @ +85°C
T.SENS @ +25°C
ROS-1540-419+
Power Output
2.5
3.0
3.5
4.0
4.5
5.0
5.5
012345
Tuning Voltage (V)
Output Power (dBm)
-55°C
+25°C
+85°C
ROS-1540-419+
Frequency Pulling & Pushing (Vcc ± 5%)
0.0
0.3
0.6
0.9
1.2
1.5
1.8
012345
Tuning Voltage (V)
Pushing (MHz/V)
0.0
0.2
0.4
0.6
0.8
1.0
1.2
Pulling (MHz)
Pulling
Pushing
ROS-1540-419+
Phase Noise Vs. Tuning Voltage
-160
-150
-140
-130
-120
-110
-100
-90
-80
-70
012345
Tuning Voltage (V)
Phase Noise (dBc/Hz)
1kHz 10kHz 100kHz 1MHz
DWR&XQOHVVPHQWLRQHGRWKHUZLVH
ROS-1540-419+
Harmonics Level
-50
-40
-30
-20
-10
0
012345
Tuning Voltage (V)
Harmonics (dBc)
F2 F3 F4
ROS-1540-419+
Phase Noise
-160
-150
-140
-130
-120
-110
-100
-90
-80
-70
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*\