Voltage Balancing Resistance in Kelvin Bridge Solution

STEP 0: Pre-Calculation Summary
Formula Used
Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge)
Rab(kb) = (R2(kb)*Ryoke(kb))/(R2(kb)+R1(kb))
This formula uses 4 Variables
Variables Used
Voltage Balancing Resistance in Kelvin Bridge - (Measured in Ohm) - Voltage Balancing Resistance in Kelvin Bridge ensures that the voltage across the unknown resistor and the voltage across the known resistor (R1) are equal when the bridge is balanced.
Resistance 2 in Kelvin Bridge - (Measured in Ohm) - Resistance 2 in Kelvin Bridge is a another precise resistor with a known resistance value. connected in parallel with the unknown resistor.
Yoke Resistance in Kelvin Bridge - (Measured in Ohm) - Yoke Resistance in Kelvin Bridge refers to the electrical resistance that physically holds together the various components of the Kelvin Bridge.
Resistance 1 in Kelvin Bridge - (Measured in Ohm) - Resistance 1 in Kelvin Bridge is a precise resistor with a known resistance value connected in series with the unknown resistor.
STEP 1: Convert Input(s) to Base Unit
Resistance 2 in Kelvin Bridge: 20 Ohm --> 20 Ohm No Conversion Required
Yoke Resistance in Kelvin Bridge: 26 Ohm --> 26 Ohm No Conversion Required
Resistance 1 in Kelvin Bridge: 10 Ohm --> 10 Ohm No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Rab(kb) = (R2(kb)*Ryoke(kb))/(R2(kb)+R1(kb)) --> (20*26)/(20+10)
Evaluating ... ...
Rab(kb) = 17.3333333333333
STEP 3: Convert Result to Output's Unit
17.3333333333333 Ohm --> No Conversion Required
FINAL ANSWER
17.3333333333333 17.33333 Ohm <-- Voltage Balancing Resistance in Kelvin Bridge
(Calculation completed in 00.004 seconds)

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Created by Nikita Suryawanshi
Vellore Institute of Technology (VIT), Vellore
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Kelvin Bridge Calculators

Voltage Balancing Resistance in Kelvin Bridge
​ LaTeX ​ Go Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge)
Current balancing Resistance in Kelvin Bridge
​ LaTeX ​ Go Current balancing Resistance in Kelvin Bridge = (Resistance 1 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 1 in Kelvin Bridge+Resistance 2 in Kelvin Bridge)
Unknown Resistance in Kelvin Bridge
​ LaTeX ​ Go Unknown Resistance in Kelvin Bridge = Resistance 1 in Kelvin Bridge*Resistance 3 in Kelvin Bridge/Resistance 2 in Kelvin Bridge

Voltage Balancing Resistance in Kelvin Bridge Formula

​LaTeX ​Go
Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge)
Rab(kb) = (R2(kb)*Ryoke(kb))/(R2(kb)+R1(kb))

What is the range of Yoke resistance?

The possible resistance of Horizontal Yoke when you measured in your analogue or digital tester might range from 1 to 3 ohms. And to the Vertical Yoke resistance might range from 10 to 15 ohms.

How to Calculate Voltage Balancing Resistance in Kelvin Bridge?

Voltage Balancing Resistance in Kelvin Bridge calculator uses Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge) to calculate the Voltage Balancing Resistance in Kelvin Bridge, Voltage Balancing Resistance in Kelvin Bridge is to ensure that the voltage drop across R2 (the known resistor in parallel with Rx) is equal to the voltage drop across R1 (the known resistor in series with Rx) when the bridge is balanced. Voltage Balancing Resistance in Kelvin Bridge is denoted by Rab(kb) symbol.

How to calculate Voltage Balancing Resistance in Kelvin Bridge using this online calculator? To use this online calculator for Voltage Balancing Resistance in Kelvin Bridge, enter Resistance 2 in Kelvin Bridge (R2(kb)), Yoke Resistance in Kelvin Bridge (Ryoke(kb)) & Resistance 1 in Kelvin Bridge (R1(kb)) and hit the calculate button. Here is how the Voltage Balancing Resistance in Kelvin Bridge calculation can be explained with given input values -> 17.33333 = (20*26)/(20+10).

FAQ

What is Voltage Balancing Resistance in Kelvin Bridge?
Voltage Balancing Resistance in Kelvin Bridge is to ensure that the voltage drop across R2 (the known resistor in parallel with Rx) is equal to the voltage drop across R1 (the known resistor in series with Rx) when the bridge is balanced and is represented as Rab(kb) = (R2(kb)*Ryoke(kb))/(R2(kb)+R1(kb)) or Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge). Resistance 2 in Kelvin Bridge is a another precise resistor with a known resistance value. connected in parallel with the unknown resistor, Yoke Resistance in Kelvin Bridge refers to the electrical resistance that physically holds together the various components of the Kelvin Bridge & Resistance 1 in Kelvin Bridge is a precise resistor with a known resistance value connected in series with the unknown resistor.
How to calculate Voltage Balancing Resistance in Kelvin Bridge?
Voltage Balancing Resistance in Kelvin Bridge is to ensure that the voltage drop across R2 (the known resistor in parallel with Rx) is equal to the voltage drop across R1 (the known resistor in series with Rx) when the bridge is balanced is calculated using Voltage Balancing Resistance in Kelvin Bridge = (Resistance 2 in Kelvin Bridge*Yoke Resistance in Kelvin Bridge)/(Resistance 2 in Kelvin Bridge+Resistance 1 in Kelvin Bridge). To calculate Voltage Balancing Resistance in Kelvin Bridge, you need Resistance 2 in Kelvin Bridge (R2(kb)), Yoke Resistance in Kelvin Bridge (Ryoke(kb)) & Resistance 1 in Kelvin Bridge (R1(kb)). With our tool, you need to enter the respective value for Resistance 2 in Kelvin Bridge, Yoke Resistance in Kelvin Bridge & Resistance 1 in Kelvin 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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