An engineer is designing a feedback control system using a potentiometer transducer to measure angular position. What is the primary effect if a voltmeter with low resistance is connected to measure the potentiometer output?
It causes loading error, resulting in nonlinear output voltage relative to wiper position
A potentiometer transducer is a resistive displacement sensor. A fixed voltage is applied across the full resistance element, and a movable wiper taps off a fraction of that voltage proportional to angular position. Ideally the output voltage is a perfectly linear function of wiper position: Vout = Vs × (x/L), where x/L is the fractional travel of the wiper.
This linearity, however, assumes the measuring instrument draws zero current — i.e. it has infinite input resistance. When a voltmeter of low resistance Rm is connected across the output, this assumption breaks down:
Hence the correct effect is loading error that produces a nonlinear output voltage relative to wiper position. A high-input-impedance voltmeter (or a buffer amplifier) draws negligible current and restores near-ideal linearity.
The other choices are wrong for concrete reasons. The idea that a low resistance maximizes sensitivity and accuracy is the opposite of the truth — loading degrades accuracy. Increased noise regardless of wiper position is not the primary loading phenomenon; loading is a deterministic, position-dependent error, not random noise. Reduced mechanical lifespan from excess current is a possible secondary heating concern in extreme cases, but it is not the primary measurement effect the question asks about, which is the distortion of the output characteristic.
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

A metallic strain-gauge (SG) with resistance $R_{SG}$ is connected as shown in the figure, where $R_{L1}$, $R_{L2}$, $R_{L3}$ represent the lead wire resistances. The SG has a gauge factor of 2 and nominal resistance $R_N$ of 125 $\Omega$. When the SG is subjected to a tensile strain of $2 \times 10^{-3}$, the resulting change in $R_{SG}$ is $\Delta R$. The $\Delta R$ value is measured as $\Delta R_{MEAS} = R_{EQ2} - R_{EQ1}$. The $R_{EQ1}$ and $R_{EQ2}$ are the equivalent resistances measured between the terminals 1 and 2, and terminals 2 and 3, respectively.
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).
