Spectrum Analyzer Tutorials


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Introduction

Spectrum Analyzer Fundamentals

Digital IF Overview

Amplitude and Frequency Accuracy

Sensitivity and Noise

Dynamic Range

Extending the Frequency Range

Modern Spectrum Analyzers

Summary

Glossary of Terms

Recent Articles
Spread Spectrum
Spectrum Analyzer Determined by Choice of Measurements
Test Equipment Specs

Shortfalls of Sample Detection

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While the sample detection mode does a good job of indicating the randomness
of noise, it is not a good mode for analyzing sinusoidal signals. If we were
to look at a 100 MHz comb on an Agilent ESA E4407B, we might set it to
span from 0 to 26.5 GHz. Even with 1, 001 display points, each display point
represents a span (bucket) of 26.5 MHz. This is far wider than the maximum
5 MHz resolution bandwidth.

As a result, the true amplitude of a comb tooth is shown only if its mixing
product happens to fall at the center of the IF when the sample is taken.
Figure 2-22a shows a 5 GHz span with a 1 MHz bandwidth using sample
detection. The comb teeth should be relatively equal in amplitude as shown
in Figure 2-22b (using peak detection). Therefore, sample detection does not
catch all the signals, nor does it necessarily reflect the true peak values of the
displayed signals. When resolution bandwidth is narrower than the sample
interval (i. e., the bucket width), the sample mode can give erroneous results.




Figure 2-22a. A 5 GHz span of a 100 MHz comb in the sample display mode




Figure 2-22b. The actual comb over a 500 MHz span using peak
( positive) detection


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Spectrum_Digital_resolution_filters
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Spectrum_Detector_types
Spectrum_Bucket_concept 

 

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