Used AGILENT / HP / HEWLETT-PACKARD / KEYSIGHT 8496H #9149011 for sale

AGILENT / HP / HEWLETT-PACKARD / KEYSIGHT 8496H
ID: 9149011
Attenuator.
AGILENT / HP / HEWLETT-PACKARD / KEYSIGHT 8496H is a state-of-the-art electronic test equipment designed for high-performance electrical testing in laboratory and industrial applications. This instrument offers a wide array of features including easy-to-use controls, wide frequency range, high-sensitivity detection, and advanced bandwidth coverage for testing components and sub-components of complex electronic systems. HP 8496H is capable of measuring frequency responses over a wide range of 10Hz to 2GHz. This makes it ideal for both RF and microwave testing, allowing for high-accuracy analysis and debugging of signal integrity issues. AGILENT 8496H utilizes high-sensitivity detection, offering a minimum detectable level of down to -100 dBV/Hz. Its oscilloscope input ranges from 100mVp-p to 10.0Vp-p, and its arbitrary generator has an output range of -1.0 to 6.0 Vp-p. HEWLETT-PACKARD 8496H is capable of complex testing with its built-in advanced control features, including frequency offset, complex signal bridging, and programmable modulation. This instrument also features its own graphical user interface (GUI) to ease operation and quickly obtain results. An additional advantage is KEYSIGHT 8496H's ability to save and recall settings, along with its ability to log settings across multiple tests. In addition, 8496H uses a high-speed digital acquisition system to analyze signals up to a maximum rate of 6.9GHz and provide results quickly. This instrument also has multiple connectivity options, offering choices of SMA, N, combination SMA and N connectors, and coaxial input/output interfaces for easy connections to most components. AGILENT / HP / HEWLETT-PACKARD / KEYSIGHT 8496H is an advanced electronic test equipment, appropriate for design, production, and maintenance applications. With its range of features and ample connectivity options, it can be used to quickly and accurately analyze a variety of components and sub-components present in complex systems.
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