Unknown Resistance in Schering Bridge Calculator

✖Known Capacitance 4 in Schering Bridge refers to a capacitor whose value is known and its capacitance can be varied to achieve the balance in bridge circuir.ⓘ Known Capacitance 4 in Schering Bridge [C_4(sb)]			+10% -10%
✖Known Capacitance 2 in Schering Bridge refers to a capacitor whose value is known and it is loss free.ⓘ Known Capacitance 2 in Schering Bridge [C_2(sb)]			+10% -10%
✖Known Resistance 3 in Schering Bridge refers to a resistor whose value is known. It is non-inductive in nature.ⓘ Known Resistance 3 in Schering Bridge [R_3(sb)]			+10% -10%

✖Series Resistance 1 in Schering Bridge refers to a resistor connected in series with the unknown capacitor. It represents the losses of capacitor.ⓘ Unknown Resistance in Schering Bridge [r_1(sb)]

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Formula

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Unknown Resistance in Schering Bridge

Formula

`"r"_{"1(sb)"} = ("C"_{"4(sb)"}/"C"_{"2(sb)"})*"R"_{"3(sb)"}`

Example

`"16.64532Ω"=("109μF"/"203μF")*"31Ω"`

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Unknown Resistance in Schering Bridge Solution

STEP 0: Pre-Calculation Summary

Formula Used

Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge
r_1(sb) = (C_4(sb)/C_2(sb))*R_3(sb)
This formula uses 4 Variables

Variables Used

Series Resistance 1 in Schering Bridge - (Measured in Ohm) - Series Resistance 1 in Schering Bridge refers to a resistor connected in series with the unknown capacitor. It represents the losses of capacitor.
Known Capacitance 4 in Schering Bridge - (Measured in Farad) - Known Capacitance 4 in Schering Bridge refers to a capacitor whose value is known and its capacitance can be varied to achieve the balance in bridge circuir.
Known Capacitance 2 in Schering Bridge - (Measured in Farad) - Known Capacitance 2 in Schering Bridge refers to a capacitor whose value is known and it is loss free.
Known Resistance 3 in Schering Bridge - (Measured in Ohm) - Known Resistance 3 in Schering Bridge refers to a resistor whose value is known. It is non-inductive in nature.

STEP 1: Convert Input(s) to Base Unit

Known Capacitance 4 in Schering Bridge: 109 Microfarad --> 0.000109 Farad (Check conversion here)
Known Capacitance 2 in Schering Bridge: 203 Microfarad --> 0.000203 Farad (Check conversion here)
Known Resistance 3 in Schering Bridge: 31 Ohm --> 31 Ohm No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

r_1(sb) = (C_4(sb)/C_2(sb))*R_3(sb) --> (0.000109/0.000203)*31

Evaluating ... ...

r_1(sb) = 16.6453201970443

STEP 3: Convert Result to Output's Unit

16.6453201970443 Ohm --> No Conversion Required

FINAL ANSWER

16.6453201970443 ≈ 16.64532 Ohm <-- Series Resistance 1 in Schering Bridge

(Calculation completed in 00.021 seconds)

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Created by Nikita Suryawanshi

Vellore Institute of Technology (VIT), Vellore

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< 4 Schering Bridge Calculators

Effective area of Electrode

Go Effective Area of Electrode Op = Capacitance of Specimen*(Spacing between Electrode)/(Parallel Plate Relative Permeability*[Permitivity-vacuum])

Unknown Resistance in Schering Bridge

Go Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge

Unknown Capacitance in Schering Bridge

Go Unknown Capacitance in Schering Bridge = (Known Resistance 4 in Schering Bridge/Known Resistance 3 in Schering Bridge)*Known Capacitance 2 in Schering Bridge

Dissipation Factor in Schering Bridge

Go Dissipation Factor in Schering Bridge = Angular Frequency*Known Capacitance 4 in Schering Bridge*Known Resistance 4 in Schering Bridge

Unknown Resistance in Schering Bridge Formula

Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge
r_1(sb) = (C_4(sb)/C_2(sb))*R_3(sb)

What are the advantages of Schering Bridge?

The Schering Bridge is a versatile and widely used tool in analytical chemistry, offering several advantages. It allows for the accurate determination of oxidizing and reducing properties of substances, as well as the detection of trace amounts of metals. Its simplicity and low cost make it an ideal choice for researchers and analysts in a variety of fields. The Schering Bridge is also relatively easy to operate and maintain, ensuring consistent and reliable results.

How to Calculate Unknown Resistance in Schering Bridge?

Unknown Resistance in Schering Bridge calculator uses Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge to calculate the Series Resistance 1 in Schering Bridge, The Unknown Resistance in Schering Bridge formula refers to a resistor whose value is not known and needs to be determined. By measuring the bridge conditions and applying appropriate formulas or calculations, the value of the unknown resistance can be determined accurately. The Schering Bridge is commonly used in precision resistance measurements, calibration procedures, and quality control applications. Series Resistance 1 in Schering Bridge is denoted by r_1(sb) symbol.

How to calculate Unknown Resistance in Schering Bridge using this online calculator? To use this online calculator for Unknown Resistance in Schering Bridge, enter Known Capacitance 4 in Schering Bridge (C_4(sb)), Known Capacitance 2 in Schering Bridge (C_2(sb)) & Known Resistance 3 in Schering Bridge (R_3(sb)) and hit the calculate button. Here is how the Unknown Resistance in Schering Bridge calculation can be explained with given input values -> 16.64532 = (0.000109/0.000203)*31.

FAQ

What is Unknown Resistance in Schering Bridge?

The Unknown Resistance in Schering Bridge formula refers to a resistor whose value is not known and needs to be determined. By measuring the bridge conditions and applying appropriate formulas or calculations, the value of the unknown resistance can be determined accurately. The Schering Bridge is commonly used in precision resistance measurements, calibration procedures, and quality control applications and is represented as r_1(sb) = (C_4(sb)/C_2(sb))*R_3(sb) or Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge. Known Capacitance 4 in Schering Bridge refers to a capacitor whose value is known and its capacitance can be varied to achieve the balance in bridge circuir, Known Capacitance 2 in Schering Bridge refers to a capacitor whose value is known and it is loss free & Known Resistance 3 in Schering Bridge refers to a resistor whose value is known. It is non-inductive in nature.

How to calculate Unknown Resistance in Schering Bridge?

The Unknown Resistance in Schering Bridge formula refers to a resistor whose value is not known and needs to be determined. By measuring the bridge conditions and applying appropriate formulas or calculations, the value of the unknown resistance can be determined accurately. The Schering Bridge is commonly used in precision resistance measurements, calibration procedures, and quality control applications is calculated using Series Resistance 1 in Schering Bridge = (Known Capacitance 4 in Schering Bridge/Known Capacitance 2 in Schering Bridge)*Known Resistance 3 in Schering Bridge. To calculate Unknown Resistance in Schering Bridge, you need Known Capacitance 4 in Schering Bridge (C_4(sb)), Known Capacitance 2 in Schering Bridge (C_2(sb)) & Known Resistance 3 in Schering Bridge (R_3(sb)). With our tool, you need to enter the respective value for Known Capacitance 4 in Schering Bridge, Known Capacitance 2 in Schering Bridge & Known Resistance 3 in Schering 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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