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)
Electrical Specifi cations
Maximum Ratings
Pin Connections
Features
• synthesizers
• local oscillators
• satellite up and down converters
• broadband
• low conversion loss, 14.5 dB typ.
• high rejection F2, -48 dBc typ.; F4, -52 dBc typ.
• low cost
• aqueous washable
Applications
INPUT 1
OUTPUT 4
GROUND 2,3,5,6
Operating Temperature -40°C to 85°C
Storage Temperature -55°C to 100°C
RF Input Power 17 dBm
RMK-3-122+
* Harmonics of input frequency below the power level of F3
CASE STYLE: TT1224
PRICE: $8.95 ea. QTY (10-49)
Typical Performance Data
INPUT RF= 0 dBm INPUT RF= 6 dBm
Input
Frequency
(MHz)
Conversion
Loss
(dB)
Harmonic Output
Below F3
(-dBc)
Conversion
Loss
(dB)
Harmonic Output
Below F3
(-dBc)
F3 F1 F2 F4 F3 F1 F2 F4
RMK-3-122+
CONVERSION LOSS
10
12
14
16
18
20
900 950 1000 1050 1100 1150 1200
OUTPUT FREQUENCY (MHz)
CONVERSION LOSS (dB)
INPUT RF=0 dBm
INPUT RF=6 dBm
RMK-3-122+
HARMONIC OUTPUT F2
20
30
40
50
60
70
600 620 640 660 680 700 720 740 760 780 800
F2 FREQUENCY (MHz)
HARMONIC OUTPUT
(-dBc)
INPUT RF=0 dBm
INPUT RF=6 dBm
RMK-3-122+
HARMONIC OUTPUT F1
0
5
10
15
20
300 320 340 360 380 400
F1 FREQUENCY (MHz)
HARMONIC OUTPUT
(-dBc)
INPUT RF=0 dBm
INPUT RF=6 dBm
RMK-3-122+
HARMONIC OUTPUT F4
10
20
30
40
50
60
70
1200 1250 1300 1350 1400 1450 1500 1550 1600
F4 FREQUENCY(MHz)
HARMONIC OUTPUT
(-dBc)
INPUT RF=0 dBm
INPUT RF=6 dBm
Outline Drawing
Outline Dimensions ( )
inch
mm
Demo Board MCL P/N: TB-393
Suggested PCB Layout (PL-258)
PCB Land Pattern
Suggested Layout,
Tolerance to be within ±.002
.25 .31 .16 .100 .040 .055 .060 .065
6.35 7.87 4.06 2.54 1.02 1.40 1.52 1.65
J K L M N P Q wt.
.300 .060 .160 .025 .100 .110 .070 grams
7.62 1.52 4.06 0.64 2.54 2.79 1.78 0.16
MULTIPLICATION
FACTOR
FREQUENCY
(MHz)
INPUT
POWER
(dBm)
CONVERSION
LOSS
(dB)
*HARMONIC OUTPUT
(dBc)
F1 F3 F1 F2 F4
Input Output Min. Max. Typ. Max. Typ. Min. Ty p. Min. Typ. Min.
3 300-400 900-1200 0 6 14.5 18 6 -3 48 33 52 40
300.00 14.43 5.78 50.39 49.94 15.47 9.19 57.23 51.74
310.00 14.30 5.17 49.76 50.11 15.37 8.56 56.40 51.93
315.00 14.28 4.84 49.36 50.23 15.34 8.24 55.95 52.07
321.00 14.27 4.50 48.88 50.36 15.32 7.89 55.34 52.31
327.00 14.25 4.23 48.56 50.46 15.29 7.63 55.00 52.44
330.00 14.21 4.12 48.41 50.53 15.24 7.52 54.81 52.59
335.00 14.13 3.92 48.15 50.64 15.19 7.29 54.41 52.71
340.00 14.10 3.64 47.81 50.79 15.13 7.02 54.00 52.88
345.00 14.07 3.37 47.61 50.93 15.18 6.71 53.71 53.02
350.00 14.08 3.03 47.35 51.03 15.26 6.29 53.27 53.11
355.00 14.08 2.74 47.10 51.17 15.32 5.96 52.88 53.16
360.00 14.08 2.45 46.82 51.33 15.35 5.65 52.49 53.26
365.00 14.06 2.22 48.25 53.03 15.31 5.56 52.52 53.78
370.00 14.03 2.07 48.18 53.27 15.37 5.32 52.29 53.97
375.00 13.98 1.85 47.96 53.50 15.42 5.01 51.91 54.04
380.00 13.99 1.58 47.75 53.70 15.43 4.74 51.63 54.21
385.00 13.97 1.32 47.64 53.91 15.49 4.40 51.41 54.31
390.00 14.01 1.01 47.48 54.07 15.61 4.02 51.06 54.34
395.00 14.05 0.71 47.30 54.26 15.73 3.66 50.79 54.52
400.00 14.05 0.41 47.11 54.53 15.82 3.26 50.42 54.57
The +Suffix identifies RoHS Compliance. See our web site
for RoHS Compliance methodologies and qualifications
Notes
A.
Performance and quality attributes and conditions not expressly stated in this specification document are intended to be excluded and do not form a part of this specification document.
B.
Electrical specifications and performance data contained in this specification document are based on Mini-Circuit’s applicable established test performance criteria and measurement instructions.
C.
The parts covered by this specification document 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
Mini-Circuits
®
www.minicircuits.com P.O. Box 35166, Brooklyn, NY 11235-0003 (718) 934-4500 sales@minicircuits.com
50Ω Output 900 to 1200 MHz
REV. OR
M115477
RMK-3-122+
ED-13273/1
DJ/CP/AM
081222
X3
Frequency Multiplier
Permanent damage may occur if any of these limits are exceeded.