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Siglent SVA1015X Spectrum Vector Analyzer

Siglent SVA1015X Spectrum Vector Analyzer
The SIGLENT SVA1015X is a spectrum & vector network analyzers, powerful and flexible tools for broadcast and RF device testing. With a wide frequency range from 9 kHz to 1.5 GHz, the analyzer delivers reliable automatic measurements and plenty of features including a tracking generator and multiple modes of operation: the base model is a swept super-heterodyne spectrum analyzer and optional functions include a vector network analyzer, a Frequency Domain Reflectometer based distance-to-fault locator, and a modulation analyzer. Applications include broadcast monitoring/ evaluation, site surveying, EMI pre-compliance, research and development, education, production and maintenance.

All digital intermediate frequency technology
- Frequency range from 9 kHz to 1.5 GHz
- Display average noise level DANL up to -156 dBm/Hz (typical)
- Phase noise below -99 dBc/Hz (1 GHz, offset 10 kHz, typical)
- Minimum resolution bandwidth (RBW) 1 Hz
- Full-scale accuracy better than 1.2 dB
- Standard preamplifier
- 1.5 GHz Tracking Generator
- 10.1" (1024x600) Touch Screen with Mouse and Keyboard Control

- Optional Vector Network Analyzer
- Optional Distance to Fault
- Optional Digital Modulation Analysis
- Optional Analog Modulation Analysis
- Optional Advanced Measurement Kit
- Optional EMI Filters and Quasi-Peak Detector

SMITH CHART




SPECTROGRAM



EYE DIAGRAM



DISTANCE TO FAULT



EMI MEASUREMENTS

 

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  • Views: 4143
  • Brand: Siglent
  • Product Code: SVA1015X
  • Availability: In Stock
  • Price NET:
  • 1.185,12€
  • Price incl 22% VAT: 1.445,85€

Testimonials

Meno di 24h tra l'ordinazione e la consegna... Ottimo impacchettamento e merce perfetta. Semplicemente fantastici!

Giorgio on 24/06/2019

Good prices and great communication. We will definitely buy more stuff from these guys.

Aris Bitziopoulos on 17/06/2019

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Digital Modulation is also known as IQ-, Complex- or Vector-Modulation, Amplitude and phase are modulated simultaneously. Through this it is possible ...
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