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3672A/B/C -S Vector Network Analyzer
(10MHz~13.5 GHz/26.5 GHz/43.5 GHz)
Product Overview
3672*-S Series Vector Network Analyzers are consist of 3672A-S (10MHz~13.5GHz), 3672B-S
(10MHz~ 26.5GHz) and 3672C-S (10MHz~ 43.5GHz). 3672*-S series reduce cost and enhance
price-performance ratio but still maintain the same critical technical specifications with those of high
performance instrument, such as sweep speed, dynamic range etc. 3672*-S series offer multiple calibration
types including frequency response, single port, response isolation, enhanced response, full dual-port and
E-cal. Multiple display types are embedded like logarithm amplitude, linear amplitude, standing-wave,
phase, group delay, Smith chart, polar coordinates. Many standard interfaces are available including USB,
LAN, GPIB, VGA etc. They can precisely measure characteristics of amplitude-frequency,
phase-frequency, and group delay and so on.
Main Characteristics
Flexible calibration types, compatible with multiple calibration kits
Support complicated testing solutions with many windows, multiple channels and fast operation
Multiple display types like logarithm amplitude, linear amplitude, standing-wave ratio, Smith
chart etc.
With USB, GPIB, LAN and VGA
12.1 inch 1280*800 high-resolution multi-point touch screen
Record/Run, one-button operation simplifies measurement setup and improves working
efficiency.
Flexible calibration types, compatible with multiple calibration kits
3672*-S series can give you various calibration types, including guided calibration (auto Cal), non-guided
calibration (using mechanical Cal kits for through response, through response and isolation calibration,
single port calibration, enhanced response calibration, full dual-port SOLT calibration, TRL calibration),