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)
Carlisle Interconnect Technologies / 12900 Alondra Blvd., Cerritos, CA 90703
Toll Free - 866.282.4708 / Fax - 562.494.0955 / www.CarlisleIT.com
Carlisle Interconnect Technologies (CarlisleIT) designed the
SSMP® connector product line to further improve package
density of RF/Microwave systems. The SSMP interface is
about 30% smaller than its predecessor, the SMP connector.
Now an industry standard (as outlined in the MIL-STD-348
document) for RF/Microwave applications, the SSMP interface
has enabled design engineers to increase performance and
complexity of their designs while simultaneously improving
upon their form factor.
The SSMP interconnect system relies on a floating female-
to-female adapter, commonly referred to as a “bullet”,
to enable stacking of boards equipped with an SSMP
male PCB connector. The durable construction and ability
to tolerate radial and axial misalignment allows for a
blindmate interconnect solution that can withstand multiple
engagement/disengagement cycles without degradation in
electrical performance.
Due to its high frequency performance along with a blindmate
configuration, the SSMP connector is a standard interface in
optical networking components, specifically 40G and 100G
Modulator and Driver amplifiers.
» Frequency Range: DC - 65 GHz
» 50 Ω Impedance; Blindmateable configuration
» MIL-PRF-39012 compliant
» Ability to withstand Radial/Axial Misalignment
» Board-mount, Field-replaceable, Bullets, Hermetic
and Cable Connector configurations
» Custom Connectors Available
INTRODUCTION
FEATURES AND BENEFITS
SPECIFICATIONS
SSMP
SMP
SSMP
®
Interconnect Series
Parameter Specification
Impedance 50 Ω
Frequency Range DC - 65 GHz
VSWR 1.02 + 0.012
x F (GHz)
Insertion Loss 0.04 x √F (GHz)
DWV 325 Vrms
Insulation Resistance 5000 MΩ (min)
RF High Pot 190 Vrms @ 5 MHz
Force to
Engage
Detent 6.5 lbs (max)
Smooth Bore 2.5 lbs (max)
Force to
Disengage
Detent 4 lbs (min)
Smooth Bore 1.5 lbs (min)
Radial Misalignment +/- .010 inches
Axial Misalignment 0.000/0.010 inches
Temperature Range -55° C to +165° C
Thermal Shock MIL-STD-202, Method 107, Cond. C
Moisture Resistance MIL-STD-202, Method 106, except step 7b
Corrosion MIL-STD-202. Method 101, Cond. B
Vibration MIL-STD-202, Method 204, Cond. D
Shock MIL-STD-202, Method 213, Cond. I
40G Optical Modulator with SSMP Connector
SSMP
®
Connector Product Line