A Schmitt trigger is a type of electronic circuit that is used to convert an input analog signal into a digital signal. It's commonly used for signal conditioning and noise rejection in electronic circuits. The Schmitt trigger is designed to have two threshold voltage levels: a higher threshold voltage called the "upper" threshold and a lower threshold voltage called the "lower" threshold. These thresholds determine when the output of the Schmitt trigger switches between its two digital states, typically represented as high (H) and low (L).
The main purpose of a Schmitt trigger is to provide hysteresis, which means that the output state depends not only on the current input value but also on the past behavior of the input signal. This helps to prevent rapid switching of the output due to noise or fluctuations in the input signal.
Here's how a Schmitt trigger works to condition signals:
Input Signal Monitoring: The Schmitt trigger continuously monitors the input voltage signal.
Threshold Comparison: When the input signal rises above the upper threshold, the output of the Schmitt trigger switches to its high state. Similarly, when the input signal falls below the lower threshold, the output switches to its low state.
Hysteresis: The key feature of the Schmitt trigger is its hysteresis. Once the output state changes due to the input signal crossing a threshold, it remains in that state until the input signal crosses the opposite threshold by a certain margin. This prevents small fluctuations around the threshold from causing rapid and unwanted switching of the output state.
Noise Rejection: Because of the hysteresis, the Schmitt trigger is less sensitive to noise and small fluctuations in the input signal. Noise that doesn't exceed the hysteresis range is ignored, providing a cleaner and more stable digital output.
In summary, a Schmitt trigger conditions signals by converting an analog input signal into a digital output signal while providing noise immunity through hysteresis. It's commonly used in applications where stable and noise-resistant digital switching is required, such as in debouncing switches, shaping waveform edges, and creating stable digital signals from noisy analog sources.