|
Mini-Circuits offers a wide range of IF/RF Components:
RF, MW, and MMW Products
|
Test Accessories |
Custom Test Solutions |
- Amplifiers
- Attenuators
- Bias Tees
- Cables
- Couplers
- DC Blocks
- Equalizers
- Filters
- Frequency Mixers
- Frequency Multipliers
- Impedance Matching Pads
- Limiters
|
- Modulators/Demodulators
- Oscillators
- Phase Detectors
- Phase Shifters
- Power Detectors
- Power Splitters/Combiners
- 90°/180° Hybrids
- RF Chokes
- Switches
- Synthesizer
- Transformers and Baluns
- Custom Assemblies
|
- Attenuators
- Adapters
- Amplifiers
- Filters
- Terminations
- Test Cables
- Flexible Test Cables
- Precision Test Cables
- VNA Cables
- Armored Test Cables
- Precision Connector Gauges
|
- Portable eVNA System
- High Power Test Systems
- Instrumentation Amplifiers
- Modular Test Systems
- Mechanical Switch Matrix
- Mesh Network Test Systems
- NxM Switch Matrices
- Panel Mounted Structures
- Programmable Attenuators
- Signal Distribution Systems
- Signal Generation and Measurement
- Solid State Switch Systems
|
Online at: MiniCircuits.com
|
![](data:image/png;base64,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)
|
Skyworks Solutions, Inc is an innovator of high performance Analog Semiconductors, MMICs, and Front End Modules focused on Cellular, Wi-Fi, IoT and BLE Applications.
Product offerings include:
- RF/MW Semiconductors for:
- Commercial and Military applications
- Low Noise Transistors
- Attenuators
- Mod/Demod
- RF Passives
- Front End Modules
- RF Switches
|
- Cellular and Femto Cell PA
- Low Noise Amplifiers
- Cellular Band PAs
- Driver Amps
- RF Systems in a Package
- LP-WAN LTE Module SiP
- LTE-M/NB-IoT Modem SIP
- 5G M-IoT SiP
- WLAN and Infrastructure Manufacturers
|
Online at: SkyworksInc.com
|
![](data:image/png;base64,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)
|
Skyworks Timing Solutions offer State of the Art Timing Products
- Clock Oscillators and Voltage Controlled Clock Oscillators
- Clock Generators
- CMOS, Low Jitter, Ultra Low Jitter, and PCIe
- Clock Buffers
- CMOS, HSCL, LVDS, LV PECL, PCIe and PCIe Zero Delay
- Jitter Attenuators
- Wireless Jitter Attenuators, Coherent Optical Clocks
- General Purpose and High-Performance Jitter Attenuators
|
- IEEE 1588 And Synchronous Ethernet
- NetSync™ Network Synchronizer Clocks
- AccuTime™ IEEE 1588 software
- Legacy Network Synchronizer Clocks
- Automotive Timing
- Automotive Clock Buffers
- Automotive Clock Generators
- Automotive PCI Express (PCIe) Clock Buffers
- Automotive PCIe Clock Generators
|
Online at: SkyworksInc.com
|
![](data:image/png;base64,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) |
- Power Isolation Products
- Automotive Isolation
- Digital Isolators
- Isolated Gate Drivers
- Isolated Analog and ADCs
- Industrial I/O
- Isolated FET Drivers
|
- Power over Ethernet Products
- PSE Controllers - Power Sourcing Equipment
- Multi-Port Pse Controllers
- Single-Port Pse Controllers
- Powered Devices
- Class 3 15W Powered Devices
- Class 4 30W Powered Devices
- Class 8 90W Powered Devices
|
|
|
Military Precision MW and MMW Cable Assemblies and Connectors including:
- SMA
- Type N
- Triax
- SMB
- BNC
- PN
- HN
- TNC
- PTNC
- Twinax
- 7/16
|
- C
- SMC
- SC
- Blindmates
- BMA
- BMMA
- BZ
- ZMA
- SMP
- SMPM
- SMPS
|
- High Freq.
- 1.85mm
- 2.4mm
- 2.92
- 3.5mm
- 7mm
- SSMA
- HFSSMA
- Terminations
- Cable Assemblies
- VITA-67 Compliant Product
|
Online at: SVMicro.com
|
![](data:image/png;base64,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) |
Alltest carries the world's largest selection of used/refurbished benchtop test & measurement equipment at 50% the price of new. Our equipment is guaranteed working, warrantied, and available with certified calibration from our in-house staff of technicians and engineers.
- RF, Microwave & Signal Generators
- Power Amplifiers
- Signal, Pulse, and Function Generators
- RF Switch Matrixes
- Filters, Waveguides, and Other Test Components
- Oscilloscopes
- Digital, Handheld, Logical, and Mixed Signal
- Data Acquisition and Meters
- Power Meters and Sensors
- Voltmeters
- Thermal Imaging
- Modulation Meters
- Test, Environmental, Temperature Leads and Accessories
- Environmental Chambers, Ovens, Chillers
- Temperature and Humidity Chambers
- Vacuum and Forced Air Ovens
- Thermal Shock Chambers
|
- Network & Spectrum Analyzers
- VNA, PNA, ENA, etc.
- Signal Analyzers
- Optical, Networking & Telecommunications
- Bit Error Ratio Testers
- Data Communication Devices
- Optical Switches, and Spectrum Analyzers
- Fiber Optic Test Devices
- Power Supplies and Loads
- AC and DC Electronic Loads
- AC and DC Power Supplies
- Frequency Converters
- Battery Analyzers
- Services
- Calibration
- EMI/EMC Testing
- Lab Design
|
Online at: Alltest.net
|
|
Leading supplier BAW Filter Solutions using their patented XBAW Technology. Through the use of innovative single crystal piezoelectric materials which exhibit 30% improvement in acoustic performance enables Akoustis' product offering to provide offering superior performance in bandwidth, insertion loss and steep side-wide rejection. Their prodcut offering inlcudes:
- Band Pass XBAW Filters
- Duplexers
- Multiplexers
- Gain Blocks
|
|
Leading supplier of RF Interconnect products including:
- 1.0/2.3
- SMA
- SMB
- SMP
- SMPM
- TNC
- Type N
|
- AMC (U.Fl equivalent)
- MCX
- MMCX
- BNC
- HD BNC
- Mini BNC FAKRA SMB
- SSMB
|
- Mini 75 Ohm SMB
- QMA
- Type F
- Type G
- Adapters
- RF Cable Assemblies
|
Best in Class High Isolation Multiport RF Interconnects - AFI, HD-AFI, DART AFIs, and VITA-67.
Online at: AmphenolRF.com
|
![](data:image/png;base64,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) |
Amphenol MCP designs and manufactures the full range of electro-mechanical interconnect products and antennas for Wireless Applications. Their product line includes
- Antenna Products
- PCB Antennas
- FPC Antennas
- Ceramic Antennas
- Active/switchable antennas
- NFC antenna
- FM antenna
- CMMB antenna
- Wireless charged antenna
|
- Antenna Manufacturing Technologies
- LDS - Laser Direct Structuring
- PPA - Pad Print
- 2 shot and 3D stamping
- Wireless charged antenna
- Injection Molding
- Metal Injection Molding
- Ceramic Injection Molding
|
Online at: Amphenol-mcp.com
|
|
- Circuit Board Shielding
- S/M Shields
- Tech Clip
- Standard CBS
- Modified CBS
- Custom Shielding
- Slot-Lok Shields
|
- Enclosure Shielding
- Fabric Shielding Gaskets
- BeCu Fingerstock
- Conductive Elastomers
- Conductive Foam
- TechSIL Oriented Wire
- TechMESH Knitted Wire
- Absorbers
- TechMESH Tapes
- Connector Gasket
|
- Cable Ferrites
- Cable Snap Ferrite
- Cable Bundle Clamp
- Sleeve Snap Ferrite
- Solid Bead and Toroid Ferrite
- Flat Cable Clamp Ferrite
- Solid Bar Ferrite
- Ferrite Tiles
- Saddle Bead Ferrite
|
- Thermal Products
- ThermaL Gap Fillers
- Insulators
- Tape
- Graphite
- Phase Change
- Grease
|
Best in Class High Isolation Multiport RF Interconnects - AFI, HD-AFI, DART AFIs, and VITA-67.
Online at: LeaderTechinc.com
|
|
LitePoint provides the most technologically advanced wireless testing solutions available. Their product and accompanying software are specifically designed to keep pace with evolving wireless technologies, challenging device environments and pressing market demands from the lab to the manufacturing floor:
- Femto and Small-Cell Test Solutions
- Test Solutions for the RF Lab
- Test Solutions for IoT Applications
- Total Software Solutions for Wireless Protocols
|
Online at: Litepoint.com
|
|
E-PON/G-PON burst/bidi transceivers/triplexers, OC-3, 12, 48 and 1250Mb/s rates; Ethernet/CWDM/FIbre Channel.
Online at: Hisensebroadband.com
|
|
Specializing in the manufacture of a spectrum of Catalog and Custom OptoCouplers including
- Photo Detector
- High-speed Photo Diode-Transistor
- Low Input Current Photo Darlington
- Schmitt Trigger
- High speed switching
|
- CMR and Logic Gate
- High-Speed MOS-FET Driver
- Linear
- Photo Voltaic
|
Isolink also offers a variety of custom products including, Optoswitches, Emitter/detector Arrays, Digital Filters, Multi-Wavelength emitter arrays, Optical Encoders, and High isolation Voltage Optical Couplers
Online at: Isolink.com
|
![](data:image/png;base64,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) |
Microwave Components, Inc. (MCI Coils) is a leading supplier of Custom High-Reliability Air Core Inductors for Military, Space, Medical, and Precision Test Applications.
- MCI Coils’ Standard coil inner diameters from 0.010 inches to 0.050 inches.
- Custom Diameters are supported
- Fine wire sizes from 50 AWG to 28 AWG
- Wire Types include Gold, ilver, Copper, Aluminum, and Specific Alloys
|
|
Menlo Micro is a leading supplier of High Reliabilty MEMs Electromechanical Switches throguh the use of their Ideal Switch Technology and Patented Fabrication Process. Menlo's Product Offering includes
- RF Tuning Products - MM3100 - 6 Channel SPST Switch
- High Voltage Switches - MM7100-High-Voltage SPST Switch
- LF Switch Products - MM1200 - 6 Channel Digital Micro Relay
- RF Switch Products - MM5120 - DC-12 GHz SP4T Switch
|
|
Online at: menlomicro.com
|
![Microboard](https://microboard.com/wp-content/themes/microboard/images/logo.png)
|
Microboard Processing has been successfully supporting customers in the Aerospace, Defense, Health Care and Industrial market sectors for 30 years. They have expertise in RF applications up thru 8GHz. MPI’s capabilities include:
- FUJI high-speed and Mydata SMT placement, with real time fully integrated Inventory Management Towers
- Juki selective solder
- Asymtek 403 under fill
- Design for test (DFT) support on all new designs
- Design for Manufacturability (DFM) support on all new designs
|
- DRS 25 BGA removal / replacement
- Takaya flying probe MDA testing with program support and development
- ICT testing on HP3070 and GenRad 2286i platforms, with in-house program support and development
|
Online at: Microboard.com
|
![StratEdge](https://atmink.com/sites/default/files/StratEdge_Large.jpg)
|
Hermetic S/M packages for RF/MW IC’s, "S" Series Thermal Packages, MCM Packages, and IC Packaging Services.
Online at: StratEdge.com
|
|
- Internally Matched High Power GaAs FETs
- GaAs Fets
- Packaged GaN HEMTs up to 250W P1dB
|
- Driver
- Low Noise
- Power Amplifier MMICs for Radio Link and VSAT
- Chips
- Packaged C to Ka Band Power Amplifier MMICs
|
- Ku to V Band Low Noise Amplifier MMICs
- Ku to Ka Band Converter MMICs
- Ku to V Band Multiplier MMICs
- Voltage Controlled Oscillator MMICs
- 24GHz Oscillator MMICs
|
Online at: Sedi.com
|