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Rifle scope reticles explained

Multiply this result with 2π and take the reciprocal of the product to obtain the resistance (in Ohms): R = 1/(2π × 47×10-6) = 3.386×103 Ω = 3.386 kΩ

A band-pass filter lets a specific range of frequencies through while blocking the others. It is a circuit that combines a low-pass and high-pass filter. To calculate an RC band-pass filter, follow these steps:

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A filter circuit is a circuit that will help you filter out undesired frequencies from the input signal. Depending on whether the circuit can remove high frequencies or low frequencies from the input signal, we call it a low-pass or a high-pass filter circuit. The following article briefly describes how to use an RC circuit as a low-pass or a high-pass filter.

On the other hand, high-frequency signals pass through the capacitor with negligible impedance, shorting the circuit before the output connection point. Thus, high frequencies are blocked from passing through.

A low-pass filter calculator removes high-frequency noise from an input signal, allowing only low frequencies to pass through. The characteristic cutoff frequency is the frequency above which all signals are blocked from passage.

A reticle, or reticule (from Latin reticulum, meaning “net”), also known as a graticule (from Latin craticula, meaning “gridiron”), is a net of fine lines or fibers in the eyepiece of a sighting device, such as a telescope, a telescopic sight, a microscope, or the screen of an oscilloscope. Crosshairs are most commonly represented as intersecting lines in the shape of a cross, “+”, though many variations exist, including dots, posts, circles, scales, chevrons, or a combination of these. Most commonly associated with telescopic sights for aiming firearms, crosshairs are also common in optical instruments used for astronomy and surveying, and are also popular in graphical user interfaces as a precision pointer.

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If you're designing a circuit with a cutoff frequency in mind, you can enter the cutoff frequency and either the resistance or the capacitance to find the remaining variable. This online RC filter calculator is robust - play around till you arrive at satisfactory values.

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A high-pass filter blocks low-frequency noise in the input signal, allowing only high-frequency signals to pass through.

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Since the capacitor's impedance is inversely proportional to the signal frequency, it is connected in series with the load for a high-pass filter. This blocks low frequencies from reaching the load but allows high frequencies to pass unhindered.

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In practice, the drop in gain is not sharp - instead, the gain drops gradually. Hence, the cutoff frequency is the frequency at which the gain drops to -3 dB.

The bridge parallel to the load remains disconnected for low-frequency signals since the capacitor impedes any current from passing through. So, the low-frequency signals pass through the circuit to the output without deterrence.

The RC filter circuit contains a resistor and a capacitor. A capacitor's impedance is inversely proportional to the signal frequency, while a resistor's impedance is independent of the signal frequency. For a low-pass filter, the capacitor is connected parallel to the load, while the resistor is in series with the load.

This online RC filter calculator is a quick and easy tool to help you design an RC filter for low-pass or high-pass filter circuits. With just a couple of inputs, this tool will calculate the cutoff frequency for an RC filter circuit. Experts can even use this calculator to calculate RC band pass filter circuits!

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