Unknown Inductance in Maxwell Inductance Bridge Calculator

✖Known Resistance 3 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance.ⓘ Known Resistance 3 in Maxwell Bridge [R_3(max)]			+10% -10%
✖Known Resistance 4 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance.ⓘ Known Resistance 4 in Maxwell Bridge [R_4(max)]			+10% -10%
✖Variable Inductance in Maxwell Bridge refers to a inductor whose value can be adjusted to achieve balance in the bridge circuit and is connected in series with inductor with unknown inductance.ⓘ Variable Inductance in Maxwell Bridge [L_2(max)]			+10% -10%

✖Unknown Inductance in Maxwell Bridge refers to the inductor whose value is to be measured.ⓘ Unknown Inductance in Maxwell Inductance Bridge [L_1(max)]

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Unknown Inductance in Maxwell Inductance Bridge Solution

STEP 0: Pre-Calculation Summary

Formula Used

Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge
L_1(max) = (R_3(max)/R_4(max))*L_2(max)
This formula uses 4 Variables

Variables Used

Unknown Inductance in Maxwell Bridge - (Measured in Henry) - Unknown Inductance in Maxwell Bridge refers to the inductor whose value is to be measured.
Known Resistance 3 in Maxwell Bridge - (Measured in Ohm) - Known Resistance 3 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance.
Known Resistance 4 in Maxwell Bridge - (Measured in Ohm) - Known Resistance 4 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance.
Variable Inductance in Maxwell Bridge - (Measured in Henry) - Variable Inductance in Maxwell Bridge refers to a inductor whose value can be adjusted to achieve balance in the bridge circuit and is connected in series with inductor with unknown inductance.

STEP 1: Convert Input(s) to Base Unit

Known Resistance 3 in Maxwell Bridge: 12 Ohm --> 12 Ohm No Conversion Required
Known Resistance 4 in Maxwell Bridge: 14 Ohm --> 14 Ohm No Conversion Required
Variable Inductance in Maxwell Bridge: 38 Millihenry --> 0.038 Henry (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

L_1(max) = (R_3(max)/R_4(max))*L_2(max) --> (12/14)*0.038

Evaluating ... ...

L_1(max) = 0.0325714285714286

STEP 3: Convert Result to Output's Unit

0.0325714285714286 Henry -->32.5714285714286 Millihenry (Check conversion here)

FINAL ANSWER

32.5714285714286 ≈ 32.57143 Millihenry <-- Unknown Inductance 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

Unknown Inductance in Maxwell Inductance Bridge Formula

LaTeX Go

Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge
L_1(max) = (R_3(max)/R_4(max))*L_2(max)

How does the frequency of the AC signal affect the Maxwell Inductance Bridge measurements?

The frequency of the AC signal used in Maxwell Inductance Bridge measurements can affect the accuracy of the measurement. Higher frequencies can result in a more accurate measurement of the inductance, as they are less affected by parasitic capacitance and inductance. Lower frequencies, on the other hand, may be more affected by these factors, leading to inaccuracies. The optimal frequency for the AC signal depends on the specific application and the desired level of accuracy.

How to Calculate Unknown Inductance in Maxwell Inductance Bridge?

Unknown Inductance in Maxwell Inductance Bridge calculator uses Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge to calculate the Unknown Inductance in Maxwell Bridge, Unknown Inductance in Maxwell Inductance Bridge formula refers to the inductor whose value is to be measured. The Maxwell Bridge is a type of bridge circuit that is specifically designed to determine the value of an unknown inductor accurately by achieving balance in the bridge circuit and comparing the ratios of impedances. Unknown Inductance in Maxwell Bridge is denoted by L_1(max) symbol.

How to calculate Unknown Inductance in Maxwell Inductance Bridge using this online calculator? To use this online calculator for Unknown Inductance in Maxwell Inductance Bridge, enter Known Resistance 3 in Maxwell Bridge (R_3(max)), Known Resistance 4 in Maxwell Bridge (R_4(max)) & Variable Inductance in Maxwell Bridge (L_2(max)) and hit the calculate button. Here is how the Unknown Inductance in Maxwell Inductance Bridge calculation can be explained with given input values -> 32571.43 = (12/14)*0.038.

FAQ

What is Unknown Inductance in Maxwell Inductance Bridge?

Unknown Inductance in Maxwell Inductance Bridge formula refers to the inductor whose value is to be measured. The Maxwell Bridge is a type of bridge circuit that is specifically designed to determine the value of an unknown inductor accurately by achieving balance in the bridge circuit and comparing the ratios of impedances and is represented as L_1(max) = (R_3(max)/R_4(max))*L_2(max) or Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge. Known Resistance 3 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance, Known Resistance 4 in Maxwell Bridge refers to the resistors in the bridge circuit whose values are precisely known and used as reference elements. It is an non inductive resistance & Variable Inductance in Maxwell Bridge refers to a inductor whose value can be adjusted to achieve balance in the bridge circuit and is connected in series with inductor with unknown inductance.

How to calculate Unknown Inductance in Maxwell Inductance Bridge?

Unknown Inductance in Maxwell Inductance Bridge formula refers to the inductor whose value is to be measured. The Maxwell Bridge is a type of bridge circuit that is specifically designed to determine the value of an unknown inductor accurately by achieving balance in the bridge circuit and comparing the ratios of impedances is calculated using Unknown Inductance in Maxwell Bridge = (Known Resistance 3 in Maxwell Bridge/Known Resistance 4 in Maxwell Bridge)*Variable Inductance in Maxwell Bridge. To calculate Unknown Inductance in Maxwell Inductance Bridge, you need Known Resistance 3 in Maxwell Bridge (R_3(max)), Known Resistance 4 in Maxwell Bridge (R_4(max)) & Variable Inductance in Maxwell Bridge (L_2(max)). With our tool, you need to enter the respective value for Known Resistance 3 in Maxwell Bridge, Known Resistance 4 in Maxwell Bridge & Variable Inductance 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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