How to measure the phase noise of sine wave OCXO oscillators?

May 16, 2026Leave a message

Hey there! As a supplier of sine wave OCXO oscillators, I often get asked about how to measure the phase noise of these nifty devices. Phase noise is a crucial parameter when it comes to the performance of sine wave OCXO oscillators, especially in applications where high stability and low jitter are a must. So, let's dive right in and explore how you can measure the phase noise of sine wave OCXO oscillators.

Extended Temperature Sine Wave OCXOs 25 X 25GPS Disciplined Sine Wave Oscillator 20 X 13

What is Phase Noise?

Before we get into the measurement techniques, let's quickly go over what phase noise is. Phase noise is basically the short - term fluctuations in the phase of a signal. In a sine wave OCXO oscillator, these fluctuations can cause issues like increased jitter in communication systems, reduced accuracy in measurement equipment, and interference in radio frequency (RF) applications.

Why Measure Phase Noise?

Measuring phase noise is essential for several reasons. For one, it helps in evaluating the quality of an oscillator. A low phase - noise oscillator is generally more stable and reliable, making it suitable for high - precision applications. It also allows you to compare different oscillators and choose the one that best fits your needs.

Measuring Phase Noise: The Basics

There are a few different methods to measure the phase noise of sine wave OCXO oscillators. The most common ones are the spectrum analyzer method, the phase detector method, and the cross - correlation method.

Spectrum Analyzer Method

The spectrum analyzer method is one of the simplest ways to measure phase noise. All you need is a good quality spectrum analyzer. Here's how it works:

  1. Connect your sine wave OCXO oscillator to the spectrum analyzer. Make sure the oscillator is powered on and operating under normal conditions.
  2. Set the spectrum analyzer to the appropriate frequency range and resolution bandwidth. The frequency range should cover the carrier frequency of the oscillator and a sufficient sideband range to measure the phase noise.
  3. Once the settings are correct, the spectrum analyzer will display the power spectral density of the oscillator signal. The phase noise is then measured as the power in the sidebands relative to the carrier power at a certain offset frequency.

However, this method has its limitations. The sensitivity of a spectrum analyzer is often limited, and it can be affected by the internal noise of the analyzer itself.

Phase Detector Method

The phase detector method is a bit more complex but offers better accuracy. Here's what you do:

  1. You need a reference oscillator with a known and very low phase noise. Connect both the reference oscillator and your sine wave OCXO oscillator to a phase detector.
  2. The phase detector compares the phases of the two signals and outputs a voltage proportional to the phase difference.
  3. This voltage is then filtered and amplified, and its power spectral density is measured using a spectrum analyzer or a noise figure meter. The phase noise of the OCXO oscillator can be calculated from the measured power spectral density.

The advantage of this method is that it can achieve higher sensitivity compared to the spectrum analyzer method. However, it requires a high - quality reference oscillator, which can be expensive.

Cross - Correlation Method

The cross - correlation method is the most accurate but also the most complex. It involves using two identical measurement systems to measure the phase noise of the oscillator simultaneously.

  1. Each measurement system consists of a mixer, a low - pass filter, and a spectrum analyzer. The outputs of the two measurement systems are then cross - correlated.
  2. By cross - correlating the two measurements, the random noise in each system can be cancelled out, leaving only the phase noise of the oscillator.
  3. This method can achieve very high sensitivity and is often used in research and development settings where extremely accurate phase noise measurements are required.

Choosing the Right Measurement Method

When choosing a measurement method, you need to consider a few factors. If you're looking for a quick and simple way to get a rough estimate of the phase noise, the spectrum analyzer method might be sufficient. However, if you need high - accuracy measurements for critical applications, the phase detector or cross - correlation method might be more appropriate.

Our Sine Wave OCXO Oscillators

At our company, we offer a wide range of sine wave OCXO oscillators that are designed to meet the needs of various applications. For example, we have the Extended Temperature Sine Wave OCXOs 25 X 25, which are suitable for applications that require operation in extreme temperature conditions. These oscillators are known for their high stability and low phase noise.

We also have the Sine Wave OCXO Oscillator 36 X 27, which are popular for their compact size and excellent performance. And if you need an oscillator with even more precision, our GPS Disciplined Sine Wave Oscillator 20 X 13 is a great choice. It uses GPS technology to further improve the stability and reduce the phase noise.

Conclusion

Measuring the phase noise of sine wave OCXO oscillators is an important step in ensuring the quality and performance of these devices. Whether you're using the spectrum analyzer method for a quick check or the more accurate cross - correlation method for in - depth analysis, understanding how to measure phase noise will help you make better decisions when it comes to choosing the right oscillator for your application.

If you're in the market for high - quality sine wave OCXO oscillators, we'd love to hear from you. We can provide you with detailed information about our products, including their phase noise specifications. Don't hesitate to reach out if you have any questions or if you're interested in a purchase. We're here to help you find the perfect oscillator for your needs.

References

  • "Phase Noise in Oscillators: A Tutorial," by David B. Leeson.
  • "RF and Microwave Oscillator Design," by Guillermo Gonzalez.