Exam 7: GDT Rules

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A(n) ____________________ basic dimension applies where axes, center planes, or surfaces are shown coincident on a drawing, and geometric tolerances establish the relationship among the features or features of size.

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What are the two components of Rule #1?

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There are two components to Rule #1: the envelope principle and the allowable variations of form as the size departs from MMC.

State the four Rule #1 requirements.

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Rule #1 requirements:
1. The surface or surfaces of a regular feature of size shall not extend beyond a boundary of perfect form at MMC.
2. Where a regular feature of size is produced at MMC, it must have perfect form.
3. Where the actual local sizes of a regular feature of size are different than the MMC, a local variation in form equal to the amount of departure from MMC is allowed.
4. Rule #1 only applies to individual regular features of size.

Rule #1 is referred to as the "____________________."

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Where processing information is shown on a drawing, it should be labeled mandatory.

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Unless otherwise specified, where a coordinate system is shown on a drawing, it shall be right-handed.

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What are the three ways Rule #1 can be overridden?

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There are ____________________ fundamental dimensioning rules.

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The fundamental dimensioning rules are a set of general rules that apply to dimensioning and interpreting engineering drawings.

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A(n) ____________________ is a device of defined geometric form and size used to assess the conformance of a feature(s) of a workpiece to a dimensional specification. It does not return a size value, but instead returns an "accept or reject" indication for a dimension.

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Unless otherwise specified, all tolerances apply in a free-state condition, except for non-rigid parts defined with a restraint note.

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Where the ____________________ symbol is applied to the size dimension of a regular feature of size, the characteristics of size and form are independent, so Rule #1 does not apply.

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In Rule #1, what do the words "perfect form" mean?

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What are the two exceptions to Rule #1?

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Where Rule #1 applies to an internal regular feature of size, the minimum boundary (or envelope) of the regular feature of size is equal to its largest size limit (MMC).

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