This solution explains the calculation of output voltage for a wire-wound angle sensor potentiometer.
The voltage is distributed uniformly across all turns. The voltage change per turn ($V_{per\_turn}$) is:
$V_{per\_turn} = \frac{3.6 \text{ V}}{72 \text{ turns}} = 0.05 \text{ V/turn}$
The wiper spans turns 35 and 36. The effective position is the average turn number:
$Effective\_turn = \frac{35 + 36}{2} = 35.5$
Calculate the output voltage ($V_{out}$) using the effective turn position:
$V_{out} = Effective\_turn \times V_{per\_turn}$
$V_{out} = 35.5 \times 0.05 \text{ V} = 1.775 \text{ V}$
Rounded to two decimal places, the output voltage is 1.78 V.
Which of the following is NOT an advantage of LVDT?
Flow can be measured by ____.
In the force transducer shown in Figure (a), four identical strain gauges S1, S2, S3, and S4 are mounted on a cantilever at equal distance from its base. S1 and S2 are mounted on the top surface and S3 and S4 are mounted on the bottom surface, as shown in the Figure (a). These strain gauges are to be connected to form a Wheatstone bridge consisting of four arms A, B, C, and D, as shown in the Figure (b). From the following options, the correct order to maximize the measurement sensitivity is

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If $R_{L1} = R_{L2} = 5 \ \Omega$, and $R_{L3} = 4.95 \ \Omega$, the measured value of tensile strain is ______ $\times 10^{-3}$ (rounded off to two decimal places).

A strain gauge is attached on a cantilever beam as shown. If the base of the cantilever vibrates according to the equation \[ x(t) = \sin \omega_1 t + \sin \omega_2 t, \] where \(2~\text{rad/s} < \omega_1, \omega_2 < 3~\text{rad/s}\), then the output of the strain gauge is proportional to
