FA-20H 16.0000MB50X-AJ3 Allicdata Electronics
Allicdata Part #:

FA-20H16.0000MB50X-AJ3-ND

Manufacturer Part#:

FA-20H 16.0000MB50X-AJ3

Price: $ 0.29
Product Category:

Crystals, Oscillators, Resonators

Manufacturer: Epson
Short Description: CRYSTAL SMD
More Detail: 16MHz ±30ppm Crystal 8pF 80 Ohms 4-SMD, No Lead
DataSheet: FA-20H 16.0000MB50X-AJ3 datasheetFA-20H 16.0000MB50X-AJ3 Datasheet/PDF
Quantity: 1000
250 +: $ 0.26460
Stock 1000Can Ship Immediately
$ 0.29
Specifications
Series: FA-20H
Part Status: Active
Type: MHz Crystal
Frequency: 16MHz
Frequency Stability: ±50ppm
Frequency Tolerance: ±30ppm
Load Capacitance: 8pF
ESR (Equivalent Series Resistance): 80 Ohms
Operating Mode: Fundamental
Operating Temperature: --
Ratings: --
Mounting Type: Surface Mount
Package / Case: 4-SMD, No Lead
Size / Dimension: 0.098" L x 0.079" W (2.50mm x 2.00mm)
Height - Seated (Max): 0.022" (0.55mm)
Description

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Crystals: The FA-20H 16.0000MB50X-AJ3 application field and working principle

Crystals play an important role in electronic and communication technologies today. In addition to the general use of crystals in watches, many other products such as calculators, radios, computers, and cell phones require them. Crystals can determine the timing and frequency in these devices, as they use the crystal\'s piezoelectric effect. This article will explain the general working principle of crystals, as well as their specific application field: the FA-20H 16.0000MB50X-AJ3.

The fundamental principle of operation of a crystal oscillator is based on a process known as the Piezoelectric effect. The Piezoelectric effect can be explained as the generation of electrical charge when a stress is applied to a crystalline material. In the reverse case, there is also a physical deformation of the material. Depending on the type of material that is used, it can act as an electrical insulator or conductor as a result of the application of stress. In the case of the FA-20H 16.0000MB50X-AJ3 crystal, it is a resonator and it is composed of an external rigid casing, plus an internal object that contains four quartz plates. When alternating electric fields are applied to the quartz plates, there is a physical deformation of the crystal. This results in a periodic charge movement along the crystal, and this produces an electric current that is voltage-controlled.

The quartz plates are made of piezoelectric materials, and they resonate at a specific frequency. Because of this resonant frequency, signals having the same frequency can be used to excite the quartz plates, and this in turn causes them to vibrate. As a result, the output is a sine wave of the same frequency as the input. The frequency of this sine wave is determined by the physical parameters of the quartz plates. This makes the crystal oscillator an ideal choice for applications in which a precise frequency and exact timing is required.

The main application field for the FA-20H 16.0000MB50X-AJ3 crystal is in the radio communications technology. The crystal oscillator has the ability to generate a highly precise, radio frequency signal that can be used for radio receivers and transmitters. The crystal\'s low frequency noise, small size and high stability makes it an ideal choice for high-speed frequency multiplication, as well as for frequency synchronization, two common tasks in the radio communications field. Additionally, the FA-20H 16.0000MB50X-AJ3 is a high power crystal, meaning it is capable of outputting a large amount of energy while still maintaining a low energy consumption level.

In conclusion, the FA-20H 16.0000MB50X-AJ3 crystal is a precision piece of equipment, with a wide range of applications in radio communications technology. Its main usage is in the radio frequency field, where its low noise, small size and high stability makes it an ideal choice for high-speed frequency multiplication, as well as for frequency synchronization. Its fundamental principle of operation is based on the Piezoelectric effect, in which piezoelectric materials experience physical deformation when an alternating electric field is applied to them. When these materials vibrate, they produce a sine wave of the same frequency as the input, making them invaluable tools in the modern world.

The specific data is subject to PDF, and the above content is for reference

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