Understanding Tolerancing: Definition, Importance, and Specification, Slides of Computer Graphics and Animation

An in-depth explanation of tolerancing, a crucial concept in manufacturing. Tolerancing refers to the allowance for specific variation in the size and geometry of a part. It is necessary to ensure parts function correctly and cost is kept to a minimum. The definition of tolerancing, its importance, and methods for specifying tolerances. It also discusses the relationship between functionality and size or shape of an object, as well as the impact of tolerances on cost.

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2012/2013

Uploaded on 04/16/2013

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Download Understanding Tolerancing: Definition, Importance, and Specification and more Slides Computer Graphics and Animation in PDF only on Docsity!

Tolerancing

Objective

• To learn how to effectively tolerance parts

such that parts function correctly and cost is

kept to a minimum

Functionality

  • Assemblies: Parts will often not fit together if their

dimensions do not fall with in a certain range of

values

  • Interchangeability: If a replacement part is used it

must be a duplicate of of the original part within

certain limits of deviation

  • The relationship between functionality and size or

shape of an object varies from part to part

  • the usefulness of eyeglasses is extremely sensitive to size and shape
  • the usefulness of glass marbles are not very sensitive to size and shape

Cost

  • Cost generally increases with smaller tolerance
    • There is generally a lower limit to this relationship where larger tolerances do not affect cost (0.020 Vs 0.010)
    • Small tolerances cause an exponential increase in cost
  • Parts with small tolerances often require special

methods of manufacturing

  • Parts with small tolerances often require greater

inspection and call for the rejection of parts

• Do not specify a smaller tolerance than is necessary!

General Tolerances

  • A note may be placed on the drawing which specifies

the tolerance for all dimensions except where

individually specified

  • ALL DECIMAL DIMENSIONS TO BE HELD TO 0.
  • Several tolerances may be specified for dimensions

with a different number of decimal places or for a

different type of dimension such as angles

  • Specific tolerances given to a dimension on a drawing

always supersede general tolerances

Specific Tolerances

• The tolerance for a single dimension may be

specified with the dimension

  • The tolerance is total variation between the upper and lower limits (tolerance = .020)

• Limits

• Unilateral tolerance

• Bilateral tolerance

Tolerancing Holes and Shafts

  • Types of Fit
    • Clearance fit
      • The parts are toleranced such that the largest shaft is smaller than the smallest hole
      • The allowance is positive and greater than zero
    • Transition fit
      • The parts are toleranced such that the allowance is negative and the max. clearance is positive
      • The parts may be loose or forced together
    • Interference fit
      • The max. clearance is always negative
      • The parts must always be forced together

Tolerancing Holes and Shafts

• Preferred fits: A specified system of fits for

holes and shafts for SI units

  • Hole basis
    • The minimum hole size equals the basic hole size
    • Uses the symbol “H” in the tolerance specification
  • Shaft basis
    • The maximum shaft size equals the basic shaft size
    • Uses the symbol “h” in the tolerance specification

Examples: Holes and Shafts

• Metric

  • Fit 6 H7/n
    • Metric: Preferred Hole Basis (H)
    • Allowance: -0.
    • Max. Clearance: 0.
    • Hole Limits: 6.012 / 6.
    • Shaft Limits: 6.016 / 6.
    • Hole Tolerance: 0.
    • Shaft Tolerance: 0.
    • Type of fit: Transition

Examples: Holes and Shafts

• Metric

  • Fit 6 C11/h
    • Metric: Preferred Shaft Basis (h)
    • Allowance: 0.
    • Max. Clearance: 0.
    • Hole Limits: 6.145 / 6.
    • Shaft Limits: 6.000 / 5.
    • Hole Tolerance: 0.
    • Shaft Tolerance: 0.
    • Type of fit: Clearance

Example

• Part A fits into part B

• All dimensions for part A are held 0.

• Specify the dimensions and tolerance for B

with an allowance of 0.

Example

• Solution with allowance of.

Part A

Part B

Example

• Allowance equals 0.

• Specify dimensions and tolerance for part B