Difficulty: Easy
Correct Answer: Circular (closed ring)
Explanation:
Introduction / Context:Bourdon tubes are classic elastic elements that convert pressure into tip motion via cross-section ovalisation and curvature change. Their mechanical geometry strongly affects sensitivity, linearity, and manufacturability. Knowing which geometries are used (and which are not) is a standard instrumentation topic.
Given Data / Assumptions:
Concept / Approach:All working Bourdon tubes require an open-ended arc so that pressure-induced ovalisation causes a measurable free-end displacement. A completely circular, closed-ring tube would constrain deformation symmetrically and prevent the free-tip motion required for pointer amplification, offering no practical displacement for measurement. Hence “circular (closed ring)” is not used, whereas semi-circular (C-shaped), helical, and spiral forms are standard.
Step-by-Step Solution:
Recall common catalog shapes: C-type, helical, spiral.Consider mechanics: closed ring gives little/no free-end displacement.Conclude circular (closed ring) is not a Bourdon tube configuration.Verification / Alternative check:Instrumentation handbooks illustrate C-type for low/medium pressures and helical/spiral for higher ranges, with no circular-ring designs.
Why Other Options Are Wrong:
Common Pitfalls:Assuming any curved tube qualifies; without a free end, pointer motion cannot be generated effectively.
Final Answer:Circular (closed ring)
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