Allicdata Part #: | 445A31D16M00000-ND |
Manufacturer Part#: |
445A31D16M00000 |
Price: | $ 0.43 |
Product Category: | Crystals, Oscillators, Resonators |
Manufacturer: | CTS-Frequency Controls |
Short Description: | CRYSTAL 16.0000MHZ 18PF SMD |
More Detail: | 16MHz ±30ppm Crystal 18pF 40 Ohms 2-SMD, No Lead |
DataSheet: | 445A31D16M00000 Datasheet/PDF |
Quantity: | 1000 |
1000 +: | $ 0.39336 |
Specifications
Series: | 445 |
Packaging: | Tape & Reel (TR) |
Part Status: | Active |
Type: | MHz Crystal |
Frequency: | 16MHz |
Frequency Stability: | ±10ppm |
Frequency Tolerance: | ±30ppm |
Load Capacitance: | 18pF |
ESR (Equivalent Series Resistance): | 40 Ohms |
Operating Mode: | Fundamental |
Operating Temperature: | -10°C ~ 60°C |
Ratings: | -- |
Mounting Type: | Surface Mount |
Package / Case: | 2-SMD, No Lead |
Size / Dimension: | 0.197" L x 0.126" W (5.00mm x 3.20mm) |
Height - Seated (Max): | 0.053" (1.35mm) |
Description
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Crystals: 445A31D16M00000 Application Field and Working Principle
Crystals are one of the oldest and most versatile devices used in electronics. As a branch of the physics field, they come with a wide range of applications, from medical equipment and cellular phones to computers. Among all of them, the model 445A31D16M00000 is definitely one of the most popular types. In this article, we will explore what this crystal is and its general working principle. A crystal\'s purpose is to convert the electrical signal from one domain, such as the frequency domain, to the other, such as the time domain. As the name suggests, a crystal is made out of a single crystalline structure. A perfect crystal will have a regular atomic structure, and each lattice in the crystal will vibrate when an electric field is applied. The crystal 445A31D16M00000 is a quartz crystal that can oscillate between frequencies of between 10 and 40 MHz, and has a temperature stability of ±5 ppm. The most common applications of this crystal include clock oscillators and digital filters. To understand the working principle of the 445A31D16M00000 crystal, it is necessary to have a basic understanding of the Maxwell\'s equations. Maxwell\'s equations are a set of equations used to describe the behavior of electromagnetic fields. These equations involve the electric field, magnetic field, electric charge, and displacement current. When an electric field is applied to a quartz crystal, the electric field affects the atoms in the crystal. As the electric field changes, the atoms vibrate differently and this generates a small voltage which oscillates at the frequency of the electric field. This is known as the piezoelectric effect. In the crystal 445A31D16M00000, the piezoelectric effect is exploited to produce the desired output frequency, which is the difference between the input and output frequencies. This is known as the frequency difference method. The frequency-difference method allows the crystal to be used in applications where a constant and predictable frequency is required, such as in clock oscillators and digital filters. In addition to the frequency-difference method, the crystal 445A31D16M00000 can also be used in applications that require a frequency-lock. In this method, the input and output frequencies of the crystal are kept constant by controlling the electric field applied to the crystal. This method is useful in applications that require a stable frequency, such as those used in radio or telecommunications devices. To sum up, the 445A31D16M00000 crystal is a quartz crystal with a frequency range of 10-40 MHz and a temperature stability of ±5 ppm. It is commonly used in applications such as clock oscillators and digital filters where a constant and predictable frequency is required. The two most popular methods for using the crystal are frequency-difference and frequency-lock. Both methods allow the crystal to be used in a wide variety of applications where an extremely stable frequency is required.The specific data is subject to PDF, and the above content is for reference
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