A switched-capacitor integrator is an electronic circuit that performs the mathematical operation of integration, specifically the accumulation of input voltage over time. It is commonly used in analog signal processing and analog-to-digital conversion applications. The switched-capacitor integrator achieves integration by using the charging and discharging properties of capacitors and switches.
Here's how it works:
Basic Principle: The fundamental building blocks of a switched-capacitor integrator are capacitors and switches. When a switch is closed, the capacitor is effectively connected to the input signal, allowing it to charge or discharge. When the switch is open, the capacitor's charge remains constant.
Sampling: The input voltage to be integrated is sampled at regular intervals. During each sampling period, the input voltage is connected to the capacitor.
Integration: During the sampling phase, the capacitor charges or discharges depending on the polarity and amplitude of the input voltage. The amount of charge accumulated on the capacitor is proportional to the input voltage and the duration of the sampling phase.
Reset: After the sampling phase, the switch is opened, and the integrated charge on the capacitor is isolated from the input. Then, the capacitor's charge is transferred to an output node, where it can be used or processed further.
Feedback: To continue the integration process over multiple sampling periods, a feedback mechanism is typically used to reset the capacitor's charge periodically or to cancel out any accumulated charge offsets.
Switched-capacitor integrators offer several advantages, such as:
Accurate integration over time, providing predictable results.
Ease of implementation in integrated circuit (IC) technology.
Reduced sensitivity to external components, temperature, and process variations.
Compatibility with digital circuitry, allowing for integration with digital signal processing systems.
These integrators are commonly used in various analog signal processing applications, such as low-pass filters, sample-and-hold circuits, analog-to-digital converters, and other analog signal conditioning circuits.