What are Resonators?

Published: 09 December 2020 | Last Updated: 07 January 202615060
A resonator is an electronic component that can generate a resonant frequency. It has the characteristics of stability and good anti-interference performance. Like the low-frequency circuit, the resonator is also the basic component of the radio frequency circuit. It is widely used in filters, oscillators, frequency meters and adjustable In circuits such as amplifiers. The commonly used RF/MW resonators are basically transmission line resonators.
In this video, the working and design of the crystal oscillator have been explained.  By watching this video, you will learn the following topics:  0:21​  why crystal oscillator is used in certain applications  1:58​  Working principle of crystal  and different piezo-electric materials  4:05​  The equivalent circuit of crystal and discussion on series and parallel resonant frequencies in the crystal  8:38​ Crystal oscillator design using series resonance of the crystal  9:30​ Colpitts oscillator using crystal  10:20​  Pierce Oscillator using crystal  14:12​ Things to consider while selecting crystal for crystal oscillator / for a particular application   Crystal Oscillator:  The crystal oscillators are used in applications where a very stable frequency is required.  In LC and RC oscillators, the oscillator frequency changes due to change in temperature, power supply voltage or even slight change in the component values.  In the well-designed crystal oscillator, the change in the frequency is minimum with the change in different parameters.   The crystal oscillator provides very good selectivity (due to very high Q- Quality Factor)  Working of Crystal OScillator:  The crystal oscillator works on the principle of inverse piezo-electric effect.   In the video, the principle has been explained and the different materials which are often used as crystal have been discussed briefly. The quartz is most commonly used material for the crystal design.   The equivalent circuit of the crystal:  The crystal can be represented as the RLC circuit in the electrical equivalent circuit.  And it has two resonant frequencies  1) The Series Resonant Frequency (fs)  2) The Parallel Resonant Frequency (fp)  This RLC circuit provides the frequent selectivity for the oscillation and when this crystal is used with the amplifier, it can be used as an oscillator.   In the video, different crystal oscillator circuits have been discussed and in the end, the different factors which needs to be considered while selecting the crystal have been discussed.   This video will be helpful to all the students of science and engineering in understanding the working principle and design of crystal oscillator.   The link for the other useful videos on Oscillator and Multivibrators:  How Oscillator Works https://youtu.be/XVS8Puf4tiw​  RC Phase Shift Oscillator https://youtu.be/gbUXbaxvX94​  Wien Bridge Oscillator https://youtu.be/gbUXbaxvX94​  What is Multivibrator? https://youtu.be/5clfiJtRhR8​  #CrystalOscillator​  Follow me on YouTube: https://www.youtube.com/allaboutelect...​  Follow me on Facebook: https://www.facebook.com/ALLABOUTELEC...​  Follow me on Instagram: https://www.instagram.com/all_about.e...​  Music Credit: http://www.bensound.com/

Crystal Oscillator Explained

2026 Executive Summary

What is the difference between Quartz and Ceramic resonators? Quartz crystal resonators offer superior precision (10–50 ppm) essential for modern communication (5G, Wi-Fi 7), while ceramic resonators provide a cost-effective, durable solution for consumer electronics where timing accuracy (0.1–0.5%) is less critical. This guide details their working principles, key characteristics, and updated applications for 2026.

Catalog

I. Types of Resonators1. Quartz Crystal Resonator
2. Ceramic Resonator
II. Key Characteristics
III. Modern Applications

 

I. What are the Main Types of Resonators?

Resonators are passive components that oscillate at specific frequencies to control timing in electronic circuits. In 2026, the two dominant technologies remain Quartz Crystal (for precision) and Ceramic (for durability and cost-efficiency).

1. How does a Quartz Crystal Resonator Work?

Quartz crystal resonators utilize the piezoelectric effect to generate a highly stable oscillating frequency essential for microprocessors and RF circuits. By applying mechanical force to the quartz dielectric, a polarization occurs, creating bound charges with opposite signs on the surface. Conversely, applying an electric field causes mechanical deformation. This linear and reversible relationship allows the quartz to act as a precise frequency control element.

Schematic Diagram: Working principle of quartz crystal resonator showing piezoelectric effect

Figure 1: The piezoelectric interaction within a quartz crystal unit.

1.1 Working Principle

Crystals possess a natural resonance frequency dependent on their size, shape, elasticity, and the speed of sound within the material. While steel was historically used for mechanical filters, modern electronics rely on quartz due to its stability. High-frequency crystals are typically cut into AT-cut square slices, while low-frequency crystals (like 32.768 kHz for real-time clocks) use tuning fork shapes.

Electrically, a quartz unit behaves like a highly selective RLC circuit (Resistor, Inductor, Capacitor). The inverse piezoelectric effect causes the crystal to deform when an electric field is applied. Upon removal, it returns to its original shape, generating a voltage. This oscillation reflects the physical resonance frequency of the crystal.

A key advantage of quartz is its Temperature Frequency Stability. The elastic coefficient changes very slightly with temperature, ensuring frequency drifts remain low (typically 10-50 ppm). For mission-critical applications in 2026 (such as ADAS in vehicles or aerospace), crystals are placed in Oven Controlled Crystal Oscillators (OCXO) to prevent external temperature interference.

1.2 Advantages and Disadvantages of Quartz

  • Advantages: High precision (1PPM to 100PPM). Flexible signal levels determined by the oscillating circuit. Compatible with various chipsets requiring specific clock voltages. Cost-effective for the level of precision provided.

  • Disadvantages: Passive component (requires external clock circuit to oscillate). Signal quality depends heavily on matching peripheral circuits (load capacitors, damping resistors). Upgrading frequency requires redesigning peripheral matching components.

To ensure a stable frequency output, engineers must carefully calculate the load capacitance (CL) to match the specific crystal datasheet.

2. When Should You Use a Ceramic Resonator?

Ceramic resonators are piezoelectric devices used for timing in systems where cost reduction and durability take precedence over high precision. While they function similarly to quartz, their Q-factor (quality factor) is significantly lower, resulting in lower frequency stability. They are the standard choice for household appliances, toys, and basic microcontrollers.

Comparison Summary (2026 Data):

  • Cost/Size: Ceramic resonators are roughly 50% cheaper and typically smaller than equivalent quartz units.

  • Startup Time: Ceramic devices start up faster than quartz.

  • Durability: Superior resistance to mechanical shock and vibration.

  • Accuracy: Significantly lower. Quartz error is measured in PPM (e.g., ±30ppm), whereas ceramic error is measured in percent (e.g., ±0.5% or ±5000ppm).

Automotive and Embedded Applications:
Standard ceramic resonators offer an accuracy of ±0.5% to ±0.1%. High-grade automotive versions achieve ±0.25% to ±0.3%, making them suitable for automotive CAN (Controller Area Network) bus applications which operate between -40°C to +125°C. For embedded systems (200 kHz to 1 GHz) without strict timing requirements, ceramic is the optimal choice.

Substitution Rule: You can generally replace a ceramic resonator with a quartz resonator (to improve precision), but you cannot replace a quartz resonator with a ceramic one if the circuit design demands high precision.

II. Key Characteristic Parameters of Resonators

When selecting a resonator in 2026, engineers must evaluate ten critical parameters to ensure circuit stability and performance:

1. Nominal Frequency: The specified center resonance frequency under standard conditions.

2. Frequency Tolerance (Adjustment Difference): The maximum allowable deviation from the nominal frequency at the reference temperature (usually 25°C).

3. Frequency Stability (Temperature Drift): The allowable frequency deviation over the entire operating temperature range (e.g., -40°C to +85°C).

4. Reference Temperature: The standard ambient temperature for testing, typically 25°C ±2°C for non-oven-controlled units.

5. Load Resonance Resistance (ESR): The equivalent series resistance at resonance. Lower ESR is generally better for reliable oscillation startup.

6. Drive Level: The effective power consumed (e.g., 10µW to 100µW). Overdriving a crystal can cause frequency shifts or physical damage; underdriving may prevent oscillation.

7. Load Capacitance (CL): The external capacitance required across the crystal terminals to achieve the nominal frequency. Common standards are 12pF, 16pF, 20pF.

8. Shunt Capacitance (C0): The static capacitance inherent between the two pins/electrodes of the resonator itself.

9. Aging Rate: The frequency drift over time (typically measured in ppm/year) due to internal material relaxation or seal leakage.

10. Operating Temperature Range: The environment range in which the device is guaranteed to function (e.g., Commercial 0-70°C, Industrial -40 to +85°C).

III. Modern Applications in 2026

Dielectric Resonators in 5G & 6G

While theoretical concepts date back to 1939, Dielectric Resonators have evolved into critical components for modern telecommunications. Utilizing high dielectric constant ceramics (like Barium Titanate), these resonators allow for high-Q filtering in compact sizes. In 2026, they are indispensable in 5G massive MIMO base stations and emerging millimeter-wave (mmWave) applications, functioning as high-efficiency filters and oscillators where traditional metal cavities would be too bulky.

Form Factors & Use Cases

Quartz crystal resonators are available in various packages to suit different industry needs:

  • HC-49U (Through-hole): Legacy format for ample-space electronics like older industrial equipment and test benches.

  • HC-49U/S & SMD: Low-profile options for consumer electronics and standard computing devices.

  • SMD (Surface Mount Device): The 2026 standard (e.g., 3225, 2016 sizes) for ultra-thin laptops, smartphones, and IoT wearables.

  • Cylindrical/Columnar (Tuning Fork): Specifically used for 32.768 kHz timing in watches and Real-Time Clock (RTC) modules.

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Frequently Asked Questions

What is the difference between resonator and oscillator?

As for crystal resonators, they fulfill the same function, in that it vibrates mechanically when an electric current is applied to it. However, unlike the oscillator, which is an active device, the resonator is passive and the value of its impedance changes quickly over a narrow range of frequency.

What does a crystal resonator do?

The crystal oscillator circuit sustains oscillation by taking a voltage signal from the quartz resonator, amplifying it, and feeding it back to the resonator. The rate of expansion and contraction of the quartz is the resonant frequency, and is determined by the cut and size of the crystal.

Do resonators have polarity?

3.Do resonators have polarity?  Polarization on ceramic resonators: Both quartz crystals and ceramic resonators do not have polarity since leads can be mounted interchangeably.
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