Difficulty: Easy
Correct Answer: Millivolts
Explanation:
Introduction / Context:Thermocouples generate a voltage due to the Seebeck effect when two dissimilar metals form junctions at different temperatures. Understanding the scale of this EMF is crucial for selecting appropriate signal conditioning (amplifiers, cold-junction compensation) and for appreciating noise susceptibility and lead resistance effects.Given Data / Assumptions:
Concept / Approach:Typical Seebeck coefficients for common thermocouples lie around 20–60 microvolts per degree Celsius. Over a 100 °C difference, this yields roughly 2–6 millivolts, placing the EMF squarely in the millivolt range for ordinary temperature differences. Although the per-degree sensitivity is in microvolts per degree, the total EMF across practical spans sums to millivolts, not full volts or kilovolts. Hence thermocouple signals require low-noise amplification and careful wiring to avoid parasitic thermoelectric effects at connectors.Step-by-Step Solution:
Take a representative sensitivity: ~40 μV/°C.For ΔT = 100 °C, EMF ≈ 40 μV/°C * 100 °C = 4000 μV = 4 mV.Conclude typical signal magnitudes are millivolts.Verification / Alternative check:Thermocouple tables (e.g., NIST) list EMFs on the order of millivolts over common ranges (for Type K: ~4.095 mV at 100 °C relative to 0 °C).
Why Other Options Are Wrong:
Common Pitfalls:Confusing per-degree sensitivity units with the total EMF across the span; neglecting cold-junction compensation in instrumentation design.
Final Answer:Millivolts
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