Sorry we do not know what you mean by "rectungler", this is not an English word and not an obvious misspelling.
The output of a Miller integrator is a triangular waveform. This occurs because the integrator continuously sums the input signal over time, producing a ramp-like output that rises and falls based on the input's characteristics. If the input is a square wave, for instance, the output will oscillate between linear ramps in opposite directions, resulting in a triangular shape.
In an integrator circuit, the resistor (R) and capacitor (C) work together to produce an output that represents the integral of the input signal over time. The capacitor stores charge, causing the output voltage to change based on the input voltage applied through the resistor. As a result, the output voltage increases or decreases depending on the input signal's magnitude and duration, effectively creating a smooth, continuous output that reflects the cumulative input over time. The time constant of the integrator is determined by the product of R and C, influencing how quickly the output responds to changes in the input.
A; An integrator will integrate or slowly change as a rapid input is applied. Differentiate will have just the opposite effect
If you use a square wave as input to an integrator circuit, the output will be a triangle wave.
When a low pass filter is used with a sine wave input, the output is also a sine wave. The output will be reduced in amplitude and phase shifted when the frequency is high, but it is still a sine wave. This is not the case for square or triangular wave inputs. For non-sinusoidal inputs the circuit is called an integrator.
Triangular wave
is an omr and input or output device?
both input r output
An integrator negative feedback loop is a control mechanism where the output of a system is fed back in a way that reduces the input signal over time, effectively integrating the differences between the desired setpoint and the actual output. This type of feedback loop helps maintain stability and precision in systems by continuously adjusting the output in response to changes in input, ultimately driving the system toward equilibrium. Such loops are commonly found in various engineering and biological systems, where they help regulate processes by counteracting deviations from a target state.
Input device.
it is an output device
output/input