Tolerances and Fits in Engineering: Understanding Variations in Machines and Materials, Study notes of Product Development

An in-depth analysis of tolerances and fits in engineering, discussing the impact of variability in machines, materials, and operators on manufacturing identical parts. It covers the concept of interchangeability, the effect of tolerance on production cost, and the importance of standard guidelines for choosing exact product dimensions. The document also explains the difference between unilateral and bilateral tolerances, the types of fits, and the role of allowances and limits.

Typology: Study notes

2021/2022

Uploaded on 09/27/2022

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Two identical parts cannot be manufactured due to
variability in machines, materials & operators
Proper fit of various components ensures smooth
functioning of product
Permissible tolerance in the dimensions depends on the
functional requirements
Fig. 1: Effect of tolerance on production cost
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 Two identical parts cannot be manufactured due to variability in machines, materials & operators  Proper fit of various components ensures smooth functioning of product  Permissible tolerance in the dimensions depends on the functional requirements Fig. 1: Effect of tolerance on production cost

 “ If from a batch conforming to the same

dimensions, surface finish and material

properties, any one can be selected at random to

be used in place of another, with equal

probability that the selected part will assemble

and function satisfactory, then the parts in the

batch are said to be interchangeable”.

 Factors affecting the interchangeability of a component are specified by a drawing  Manufactured parts are independent of skill, tooling or knowledge within a particular work-shop

 Standard guidelines for choosing exact product dimensions within a given set of constraints  Advantage of using preferred numbers:

  • Increases the probability of compatibility
  • Minimize the number of different sizes to be manufactured or kept in stock.  Manufactured products are roughly equally spaced on a logarithmic scale. Some common series are:
  • R 5 series 10 1/5^ 1.00, 1.60, 2.50, 4.00...
  • R 10 series 10 1/ 1.0, 1.25, 1.6, 2.0...
  • R 20 series 10 1/20^ 1.0, 1.12, 1.25, 1.4...
  • R 40 series 10 1/ 1.0, 1.06, 1.12, 1.18...

 Used when allowable difference is smaller than the normal permissible manufacturing conditions  Parts are manufactured to a wider tolerance  Components are classified into groups  Matched groups of mating parts are assembled  E.g. Assembly of ball and bearing units

 Tolerance is:

  • Total amount by which a specific dimension is permitted to vary
  • Difference between the maximum and the minimum limits for the dimension.
  • For Example a dimension given as 1.625 ±. means that the manufactured part may be 1.627” or 1.623”, or anywhere between these limit dimensions.

Fig 2: Basic size, deviations, limits & tolerances

The high limit is placed above the low limit. In single-line note form, the low limit precedes the high limit separated by a dash

 Tolerance is required because of:

◦ Variation in the properties of the

material.

◦ Inherent inaccuracies of production

machines.

◦ Operator errors for e.g. inaccuracies

in settings up of machines

 Unilateral Tolerance: Tolerance distribution is on only one side of the basic size Fig 3: Unilateral tolerance designation  Bilateral Tolerance: Tolerance distribution lies on either side of the basic size Fig 4: Bilateral tolerance designation

 Least Material Condition denotes: ◦ Lower limit of the Shaft ◦ Upper limit of the Hole  Maximum Material Condition denotes: ◦ Lower limit of the Hole ◦ Upper limit of the Shaft

 Signifies the range of tightness or looseness that may result from the application of a specific combination of allowances and tolerances in mating parts.  Types of fits :

  • Clearance fit
  • Interference fit
  • Transition fit