Electronic Component Solutions to Fit Your Design
Thanks to precise temperature compensation in this particular type of component, the frequency stability is unmatched.īecause 32.768 kHz crystals are optimized for low power, take up relatively little space on the circuit board and are the most-used component in watches and other timing devices, their cost is significantly lower than other crystal components, particularly in high volumes. This results in a more precise and reliable timing solution, and makes the component much less dependent on temperature.ĮCS Inc.’s quartz crystal tuning forks, particularly those found in our temperature-compensated crystal oscillators (TXCOs), are some of the most precise real-time clocks available. To combat this, ECS Inc.’s team of engineers can create AT cut quartz blanks with specific angled cuts to offset this deviation. Since the structure and density of quartz crystals varies with temperature, frequency deviations can occur. This is ideal for many electronics that aim for exceptional battery life. Tuning fork crystals inherently consume less power in an integrated circuit, reducing the overall power consumption for both dynamic and static power. Advantages of 32.768 kHz Tuning Fork Crystals By installing a quartz crystal and using an accompanying energy source to make the quartz vibrate, watch manufacturers were able to keep track of time far more accurately than the mechanical systems of old. Since the boom of quartz watches in the 1970s, crystals have been the only choice for timing solutions. It’s no secret that quartz crystals offer the best option for precise time recording. This is why it is referred to as a timing solution. Therefore, by following some simple arithmetic, one could connect 15 T flip-flops in an uninterrupted sequence, making the output frequency produced by the 32.768 kHz crystal is exactly one Hertz. This T flip-flop can cut the frequency of the quartz crystal in half. When built into a watch, a 32.768 kHz crystal can have its characteristic frequency split using a toggle flip-flop, or a T flip-flop. This is obviously impractical for many reasons.Įnter the precise frequency of a 32.768 kHz crystal. Unfortunately, a one-Hertz crystal would be so large that it would be better suited in, say, Big Ben, as opposed to a wristwatch. So, a one-Hertz crystal would precisely track one second at a time. You must also know that one Hertz equals one second. To understand why this specific frequency was chosen, you have to understand that a crystal’s frequency is determined by its size and shape.
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