The angle between the flanks in an Acme thread is
29°
An Acme thread is a common type of screw thread used primarily for translating rotational motion into linear motion. It's frequently found in applications like machine tool leadscrews, vices, and steering mechanisms. The Acme thread form is known for its strength and suitability for power transmission.
Key features of an Acme thread include its trapezoidal shape. This shape is defined by several parameters, including the major diameter, minor diameter, pitch, and importantly, the angle between the opposing surfaces known as the flanks. This angle influences the thread's efficiency, friction, and load-bearing capabilities.
The standard included angle between the flanks of a basic Acme thread is $29^\circ$. This angle is a defining characteristic of this thread standard, distinguishing it from other thread forms like the square thread (which has perpendicular flanks, effectively a $0^\circ$ angle between them, though not practically defined this way) or the Unified National form (which has a $60^\circ$ angle).
The $29^\circ$ angle offers several practical benefits:
The question asks for the angle between the flanks in an Acme thread. Based on the standard specifications:
| Thread Type | Standard Included Flank Angle |
|---|---|
| Acme Thread | $29^\circ$ |
| Unified National (UN) / Metric | $60^\circ$ |
| Square Thread | $0^\circ$ (Effectively perpendicular flanks) |
Therefore, the correct angle between the flanks in an Acme thread is $29^\circ$.
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