The image above represents half bridge output voltage of circuit under strained condition. To calculate half bridge output voltage of circuit under strained condition, three essential parameters are needed and these parameters are Gauge Factor (GF), Strain (ε) and Input Supply Voltage (vi).
The formula for calculating half bridge output voltage of circuit under strained condition:
vo = (GF / 2) . ε vi
Where:
vo = Half Bridge Circuit Output Voltage
GFÂ = Gauge Factor
ε = Strain
vi = Input Supply Voltage
Let’s solve an example;
Find the half bridge output voltage of circuit when the gauge factor is 8, the strain is 4 and the input supply voltage is 2.
This implies that;
GF = Gauge Factor = 8
ε = Strain = 4
vi = Input Supply Voltage = 2
vo = (GF / 2) . ε vi
So, vo =Â 8 /Â 2 x 4 x 2
vo = 4 x 4 x 2
vo = 32
Therefore, the half bridge output voltage of circuit is 32 V.
Calculating for Gauge Factor when the Half Bridge Output Voltage of Circuit, the Strain and the Input Supply Voltage are Given
GF = vo x 2 / ε . vi
Where;
GFÂ = Gauge Factor
vo = Half Bridge Circuit Output Voltage
ε = Strain
vi = Input Supply Voltage
Let’s solve an example;
Find the gauge factor when the half bridge output voltage of circuit is 10, the strain is 15 and the input supply voltage is 18.
This implies that;
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vo = Half Bridge Circuit Output Voltage =10
ε = Strain = 15
vi = Input Supply Voltage = 18
GF = vo x 2 / ε . vi
That is, GFÂ =Â 10 x 2Â /Â 15 . 18
GF =Â 20Â /Â 270
GF = 0.074
Therefore, the gauge factor is 0.074.
Calculating for Strain when the Half Bridge Output Voltage of Circuit when the Gauge Factor and the Input supply Voltage are Given.
ε = (vo x 2 / GF) / vi
Where;
ε = Strain
vo = Half Bridge Circuit Output Voltage
GFÂ = Gauge Factor
vi = Input Supply Voltage
Let’s solve an example;
Find the strain when the Half Bridge Circuit Output Voltage is 10, the gauge factor is 4, and the input supply voltage is 2.
This implies that;
vo = Half Bridge Circuit Output Voltage = 10
GFÂ = Gauge Factor = 4
vi = Input Supply Voltage = 2
ε = (vo x 2 / GF) / vi
ε = (10 x 2 / 4) / 2
So, ε = (20 / 4) / 2
ε = 5 / 2
ε = 2.5
Therefore, the strain is 2.5.
Calculating for Input Supply Voltage when the Half Bridge Output Voltage of Circuit, Gauge Factor and Strain are Gauge
vi = (vo x 2 / GF) / ε
Where;
vi = Input Supply Voltage
vo = Half Bridge Circuit Output Voltage
GFÂ = Gauge Factor
ε = Strain
Let’s solve an example;
Find the input supply voltage when the half bridge output voltage of circuit is 18, the gauge factor is 10 and the strain is 7.
This implies that;
vo = Half Bridge Circuit Output Voltage = 18
GFÂ = Gauge Factor = 10
ε = Strain = 7
vi = (vo x 2 / GF) / ε
vi = (18 x 2 / 10) / 7
Then, vi = (36 / 10) / 7
vi =Â 3.6Â /Â 7
vi = 0.514
Therefore, the input supply is 0.514.
How to Calculate Half Bridge Output Voltage of Circuit under Strained Condition | Electrical Strain Gauges
Nickzom Calculator – The Calculator Encyclopedia is capable of calculating the half bridge output voltage of circuit under strained condition.
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Once, you have obtained the calculator encyclopedia app, proceed to the Calculator Map, then click on Materials and Metallurgical under Engineering.
Now, Click on instrumentation under Materials and Metallurgical
Now, Click on Electrical Strain Gauges under Instrumentation
So, Click on Half Bridge Output Voltage of Circuit under Strained Condition under Electrical Strain Gauges
The screenshot below displays the page or activity to enter your values, to get the answer for the half bridge output voltage of circuit under strained condition according to the respective parameters which is the Gauge Factor (GF), Strain (ε) and Input Supply Voltage (vi).
Now, enter the values appropriately and accordingly for the parameters as required by the Gauge Factor (GF) is 8, Strain (ε) is 4 and Input Supply Voltage (vi) is 2.
Finally, Click on Calculate
As you can see from the screenshot above, Nickzom Calculator– The Calculator Encyclopedia solves for the half bridge output voltage of circuit under strained condition and presents the formula, workings and steps too.