Quality Factor of Maxwell Inductance-Capacitance Bridge Calculator

✖Angular Frequency relates to the rate at which an object or system oscillates or rotates in circular motion.ⓘ Angular Frequency [ω]			+10% -10%
✖Unknown Inductance in Maxwell Bridge refers to the inductor whose value is to be measured.ⓘ Unknown Inductance in Maxwell Bridge [L_1(max)]			+10% -10%
✖Effective Resistance in Maxwell Bridge refers to the equivalent resistance seen by the current flowing through the inductor with unknown inductance in bridge circuit.ⓘ Effective Resistance in Maxwell Bridge [R_eff(max)]			+10% -10%

✖Quality Factor in Maxwell Bridge refers to a measure of the efficiency and performance of an inductor or resonant circuit.ⓘ Quality Factor of Maxwell Inductance-Capacitance Bridge [Q_(max)]

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Quality Factor of Maxwell Inductance-Capacitance Bridge Solution

STEP 0: Pre-Calculation Summary

Formula Used

Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge
Q_(max) = (ω*L_1(max))/R_eff(max)
This formula uses 4 Variables

Variables Used

Quality Factor in Maxwell Bridge - Quality Factor in Maxwell Bridge refers to a measure of the efficiency and performance of an inductor or resonant circuit.
Angular Frequency - (Measured in Radian per Second) - Angular Frequency relates to the rate at which an object or system oscillates or rotates in circular motion.
Unknown Inductance in Maxwell Bridge - (Measured in Henry) - Unknown Inductance in Maxwell Bridge refers to the inductor whose value is to be measured.
Effective Resistance in Maxwell Bridge - (Measured in Ohm) - Effective Resistance in Maxwell Bridge refers to the equivalent resistance seen by the current flowing through the inductor with unknown inductance in bridge circuit.

STEP 1: Convert Input(s) to Base Unit

Angular Frequency: 200 Radian per Second --> 200 Radian per Second No Conversion Required
Unknown Inductance in Maxwell Bridge: 32.571 Millihenry --> 0.032571 Henry (Check conversion here)
Effective Resistance in Maxwell Bridge: 13 Ohm --> 13 Ohm No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

Q_(max) = (ω*L_1(max))/R_eff(max) --> (200*0.032571)/13

Evaluating ... ...

Q_(max) = 0.501092307692308

STEP 3: Convert Result to Output's Unit

0.501092307692308 --> No Conversion Required

FINAL ANSWER

0.501092307692308 ≈ 0.501092 <-- Quality Factor in Maxwell Bridge

(Calculation completed in 00.004 seconds)

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< Maxwell Bridge Calculators

Unknown Resistance in Maxwell Inductance Bridge

LaTeX Go Unknown Resistance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*(Variable Resistance in Maxwell Bridge+Decade Resistance in Maxwell Bridge)

Unknown Inductance in Maxwell Inductance Bridge

LaTeX Go Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge

Iron Loss in Maxwell Bridge

LaTeX Go Iron Loss in Maxwell Bridge = Current 1 in Maxwell Bridge^2*(Effective Resistance in Maxwell Bridge-Coil Winding Resistance in Maxwell Bridge)

Quality Factor of Maxwell Inductance-Capacitance Bridge

LaTeX Go Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge

Quality Factor of Maxwell Inductance-Capacitance Bridge Formula

LaTeX Go

Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge
Q_(max) = (ω*L_1(max))/R_eff(max)

What Principle is used in the working of Maxwell Bridge?

The Maxwell Bridge is a type of bridge that uses a capacitor to provide a high impedance path to AC signals. The bridge is operated by a principle known as the Kelvin-Voigt model, which uses the capacitor to block high-frequency signals and allow low-frequency signals to pass through. This allows the bridge to act as a low-pass filter, making it useful for applications such as signal averaging and filtering.

How to Calculate Quality Factor of Maxwell Inductance-Capacitance Bridge?

Quality Factor of Maxwell Inductance-Capacitance Bridge calculator uses Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge to calculate the Quality Factor in Maxwell Bridge, The Quality Factor of Maxwell Inductance-Capacitance Bridge formula is used to calculate the quality factor of Maxwell's bridge. It is solely dependent on the unknown elements. Quality Factor in Maxwell Bridge is denoted by Q_(max) symbol.

How to calculate Quality Factor of Maxwell Inductance-Capacitance Bridge using this online calculator? To use this online calculator for Quality Factor of Maxwell Inductance-Capacitance Bridge, enter Angular Frequency (ω), Unknown Inductance in Maxwell Bridge (L_1(max)) & Effective Resistance in Maxwell Bridge (R_eff(max)) and hit the calculate button. Here is how the Quality Factor of Maxwell Inductance-Capacitance Bridge calculation can be explained with given input values -> 0.501092 = (200*0.032571)/13.

FAQ

What is Quality Factor of Maxwell Inductance-Capacitance Bridge?

The Quality Factor of Maxwell Inductance-Capacitance Bridge formula is used to calculate the quality factor of Maxwell's bridge. It is solely dependent on the unknown elements and is represented as Q_(max) = (ω*L_1(max))/R_eff(max) or Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge. Angular Frequency relates to the rate at which an object or system oscillates or rotates in circular motion, Unknown Inductance in Maxwell Bridge refers to the inductor whose value is to be measured & Effective Resistance in Maxwell Bridge refers to the equivalent resistance seen by the current flowing through the inductor with unknown inductance in bridge circuit.

How to calculate Quality Factor of Maxwell Inductance-Capacitance Bridge?

The Quality Factor of Maxwell Inductance-Capacitance Bridge formula is used to calculate the quality factor of Maxwell's bridge. It is solely dependent on the unknown elements is calculated using Quality Factor in Maxwell Bridge = (Angular Frequency*Unknown Inductance in Maxwell Bridge)/Effective Resistance in Maxwell Bridge. To calculate Quality Factor of Maxwell Inductance-Capacitance Bridge, you need Angular Frequency (ω), Unknown Inductance in Maxwell Bridge (L_1(max)) & Effective Resistance in Maxwell Bridge (R_eff(max)). With our tool, you need to enter the respective value for Angular Frequency, Unknown Inductance in Maxwell Bridge & Effective Resistance in Maxwell Bridge and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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