The difference between
bilateral and
unilateral dimensions is mainly in how
tolerance (allowable variation) is applied to a given size in engineering drawings or manufacturing.
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Unilateral Dimension:
- Definition: Tolerance is given only in one direction (either plus or minus, not both).
\( 50^{+0.2}_{+0.0} \) mm
β This means the size can go up to
50.2 mm, but
not below 50 mm.
- Use Case: When we want the part to be no smaller (or no bigger) than a certain size. Often used when fitting parts together where going below/above a certain size could cause problems.
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Bilateral Dimension:
- Definition: Tolerance is given in both directions (plus and minus).
\( 50 \pm 0.2 \) mm
β This means the size can range from
49.8 mm to 50.2 mm.
- Use Case: When a little variation is allowed both above and below the exact size. It's more balanced and common in general manufacturing.
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Simple Analogy:
Think of making cookies with a cookie cutter:
- Unilateral: You say, βThe cookie must be at least 5 cm wide, but it can be a little wider.β
- Bilateral: You say, βThe cookie can be 5 cm, but a little smaller or bigger is okay too.β
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Let me know if you want a visual example!