In instrumentation engineering, a thermocouple pair's sensitivity at a specific temperature is determined by the Seebeck effect, which is the generation of an electromotive force (EMF) in response to a temperature gradient between two dissimilar metals. The sensitivity of a thermocouple, expressed in microvolts per degree Celsius (μV/°C), depends on the materials used.
At around 273 K (0°C), the sensitivity of various thermocouple pairs can differ significantly. In this case, the thermocouple pair that provides the maximum sensitivity is Nichrome-Constantan. This suggests that the thermal and electrical properties of Nichrome and Constantan make them particularly effective at generating a measurable EMF around this temperature, making the pair highly sensitive for instrumentation purposes.
Therefore, choosing a Nichrome-Constantan pair for applications requiring high sensitivity at low temperatures is optimal due to its superior performance compared to the other listed options.
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
The primary coil of a linear variable differential transformer (LVDT) is supplied with AC voltage as shown in the figure. The secondary coils are connected in series opposition and the output is measured using a true RMS voltmeter. The displacement \(x\) of the core is indicated in mm on a linear scale. At the null position \(x = 0\), the voltmeter reads 0 V. If the voltmeter reads 0.2 V for a displacement of \(x = +2\) mm, then for a displacement of \(x = -3\) mm, the voltmeter reading, in V, is: