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3672A/B/C/D/E Vector Network Analyzer
(10MHz~13.5 GHz/26.5 GHz/43.5 GHz/50 GHz/67 GHz)
Product Overview
3672 Series Vector Network Analyzers include 3672A (10MHz~13.5GHz), 3672B (10MHz~26.5GHz),
3672C (10MHz~40GHz), 3672D (10MHz~50GHz) and 3672E (10MHz~67GHz). In terms of hardware,
comparing to last generation, the brand-new design concept and technical proposal have upgraded key
performance indexes (KPI) of the complete machine such as sweep speed and dynamic range etc.; in terms
of software, the embedded computer system (ECS) with high-performance microprocessor chip and the
platform based on Windows operating system has greatly improved interconnectivity and usability of the
complete machine. 3672 analyzers provide multiple calibration types including frequency response, single
port, response isolation, enhanced response and full dual-port, electronic calibration etc., offer various
display formats such as logarithmic amplitude, linear amplitude, standing-wave, phase, group delay, Smith
chart and polar coordinates, etc. They are designed with several standard interfaces: USB, LAN, GPIB and
VGA etc. Besides all measurement functions same as traditional vector network analyzer, through
configuration of functional options, 3672 analyzers are also capable of multifunctional & comprehensive
parameter test of mixer/converter, gain compression two-dimensional sweep and pulse S-parameters, as
well as accuracy measurement of amplitude-frequency characteristics, phase-frequency characteristics and
group delay used in the field of transmitting/receiving (T/R) module measurement, dielectric material
properties measurement, microwave pulse characteristics measurement and optoelectronic properties
measurement, which are indispensable instruments for scientific research and manufacturing process of
radar, communication, and navigation systems.