Editing Crystal oscillator (section)

==Stability==
The frequency stability is determined by the crystal's [[Q factor|Q]]. It is inversely dependent on the frequency, and on the constant that is dependent on the particular cut. Other factors influencing Q are the overtone used, the temperature, the level of driving of the crystal, the quality of the surface finish, the mechanical stresses imposed on the crystal by bonding and mounting, the geometry of the crystal and the attached electrodes, the material purity and defects in the crystal, type and pressure of the gas in the enclosure, interfering modes, and presence and absorbed dose of ionizing and neutron radiation.

The stability of AT cut crystals decreases with increasing frequency. For more accurate higher frequencies it is better to use a crystal with lower fundamental frequency, operating at an overtone.

A badly designed oscillator circuit may suddenly begin oscillating on an [[overtone]]. In 1972, a train in [[Fremont, California]] crashed due to a faulty oscillator.  An inappropriate value of the tank capacitor caused the crystal in a control board to be overdriven, jumping to an overtone, and causing the train to speed up instead of slowing down.<ref>[https://www.edn.com/design/components-and-packaging/4314049/Making-oscillator-selection-crystal-clear Making oscillator selection crystal clear] {{webarchive|url=https://web.archive.org/web/20160629034416/https://www.edn.com/design/components-and-packaging/4314049/Making-oscillator-selection-crystal-clear|date=2016-06-29}} EDN (2008-07-20). Retrieved on 2018-03-30.</ref>

=== Temperature ===
Temperature influences the operating frequency; various forms of compensation are used, from analog compensation (TCXO) and microcontroller compensation (MCXO) to stabilization of the temperature with a [[crystal oven]] (OCXO). The crystals possess temperature [[hysteresis]]; the frequency at a given temperature achieved by increasing the temperature is not equal to the frequency on the same temperature achieved by decreasing the temperature. The temperature sensitivity depends primarily on the cut; the temperature compensated cuts are chosen as to minimize frequency/temperature dependence. Special cuts can be made with linear temperature characteristics; the LC cut is used in quartz thermometers. Other influencing factors are the overtone used, the mounting and electrodes, impurities in the crystal, mechanical strain, crystal geometry, rate of temperature change, thermal history (due to hysteresis), ionizing radiation, and drive level.

Crystals tend to suffer anomalies in their frequency/temperature and resistance/temperature characteristics, known as activity dips. These are small downward frequency or upward resistance excursions localized at certain temperatures, with their temperature position dependent on the value of the load capacitors.

=== Mechanical stress ===
Mechanical stresses also influence the frequency. The stresses can be induced by mounting, bonding, and application of the electrodes, by differential thermal expansion of the mounting, electrodes, and the crystal itself, by differential thermal stresses when there is a temperature gradient present, by expansion or shrinkage of the bonding materials during curing, by the air pressure that is transferred to the ambient pressure within the crystal enclosure, by the stresses of the crystal lattice itself (nonuniform growth, impurities, dislocations), by the surface imperfections and damage caused during manufacture, and by the action of gravity on the mass of the crystal; the frequency can therefore be influenced by position of the crystal. Other dynamic stress inducing factors are shocks, vibrations, and acoustic noise. Some cuts are less sensitive to stresses; the SC (stress-compensated) cut is an example. Atmospheric pressure changes can also introduce deformations to the housing, influencing the frequency by changing stray capacitances.

Atmospheric humidity influences the thermal transfer properties of air, and can change electrical properties of plastics by diffusion of water molecules into their structure, altering the [[dielectric constant]]s and [[electrical conductivity]].<ref>[http://www.ieee-uffc.org/frequency_control/teaching.asp?vig=vigstab Frequency Control|Teaching Resources] {{webarchive|url=https://web.archive.org/web/20100705235900/http://www.ieee-uffc.org/frequency_control/teaching.asp?vig=vigstab |date=2010-07-05 }}. Ieee-uffc.org. Retrieved on 2010-02-08.</ref>

Other factors influencing the frequency are the power supply voltage, load impedance, magnetic fields, electric fields (in case of cuts that are sensitive to them, e.g., SC cuts), the presence and absorbed dose of γ-particles and ionizing radiation, and the age of the crystal.