Segments Calculation:
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The segments calculation determines how many individual pieces are needed to create a complete ring when turning a segmented bowl on a lathe. This helps woodworkers plan their projects accurately.
The calculator uses the simple formula:
Where:
Explanation: Dividing a full circle (360 degrees) by the desired angle for each segment gives the number of segments needed to complete the ring.
Details: Accurate segment calculation ensures proper fit of all pieces in the ring, affects the bowl's final appearance, and helps with material planning.
Tips: Enter the desired angle per segment in degrees (typically between 5-30 degrees for most bowls). The calculator will determine how many segments you need to make a complete ring.
Q1: What's a typical angle per segment?
A: Common angles range from 10-22.5 degrees, resulting in 16-36 segments per ring.
Q2: How does segment count affect the bowl?
A: More segments create a smoother curve but require more precise cutting. Fewer segments create more pronounced facets.
Q3: Should I round the result to whole numbers?
A: Yes, you must use whole segments. Round to the nearest whole number and adjust angle slightly if needed.
Q4: Can I use different angles in different rings?
A: Yes, but this creates a more complex pattern. Most bowls use consistent angles throughout.
Q5: How does segment width factor in?
A: Segment width combined with angle determines the bowl's diameter. Wider segments or smaller angles create larger diameters.