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Tolerances
EML 2023Computer Aided Design
Introduction
• tolerancing– technique of dimensioning parts within a required
range of variation to ensure interchangeability
• A tolerance should be as large as possible without interfering with the function of the part to minimize production costs.
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EML 2023Computer Aided Design
Tolerance Dimensions
• unilateral tolerance
• bilateral tolerance
• limit tolerance
2.250+.000-.008
2.250 ± .004
2.2552.245
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EML 2023Computer Aided Design
Mating Parts
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EML 2023Computer Aided Design
Cylindrical Fits
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
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EML 2023Computer Aided Design
Cylindrical Fits – English Unitstolerance - difference between the
limits of size for a single feature ; shaft .0025 ; hole .0040
limits of tolerance – the max and min sizes of a single feature
allowance – the tightest fit between two mating parts ; .0050
nominal size – the general size of a shaft or hole ; 1.5
basic size – the size to which the plus-and minus is applied
actual size – the measured size of the finished part
fit - the degree of tightness or looseness between two assembled parts
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
• clearance fit – gives a clearance between two assembled mated parts ;
• min clearance .005 ;
• max clearance .0115
• transition fit
• interference fit
• line fit
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
• clearance fit
• interference fit – a binding fit that requires the parts to be forced together, much as if they were welded
• transition fit – may range from a interference fit to a clearance fit between the mated parts
• line fit – results in surface contact or clearance when limits are reached
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
• The ANSI B4.1 standard defines a series of fits between cylindrical features in inches for the basic hole system.
• The types of fits covered in the standard are:– RC: running or sliding clearance fits– LC: clearance locational fits– LT: transition locational fits– LN: interference locational fits– FN: force and shrink fits
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EML 2023Computer Aided Design
Cylindrical Fits – English Units
• RC: running or sliding clearance fits– RC1 to RC9
• LC: clearance locational fits• LC1 to LC11
• LT: transition locational fits• LT1 to LT6
• LN: interference locational fits• LN1 to LN3
• FN: force and shrink fits• FN1 to FN5
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EML 2023Computer Aided Design
Example – RC9 Fit
• hole and shaft have a basic diameter of 2.5”• From Tables in Appendix 29
thousands of an inch
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EML 2023Computer Aided Design
Example – LT3 Fit
• hole and shaft have a basic diameter of 2.5”• From Tables in Appendix 31
thousands of an inch
2.50122.5000
2.50082.5001
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EML 2023Computer Aided Design
Example – LN2 Fit
• hole and shaft have a basic diameter of 2.5”• From Tables in Appendix 32
thousands of an inch
2.50122.5000
2.50212.5014
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Example Problem
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
• ANSI B4.2 standard • basic size – the diameter from which limits are calculated
• upper and lower deviation – the difference between the hole or shaft size and the basic size
• tolerance - the difference between the maximum and minimum sizes
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
• fundamental deviation – a letter grade that describes the deviation closest to the basic size
• International Tolerance (IT) grade – a series of tolerances that vary with the basic size to provide a uniform level of accuracy within a given grade
• there are 18 IT grades: IT01, IT0, IT1, …, IT16
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
• Hole basis– a system of fits based on the minimum hole size as the basic
diameter– the fundamental deviation for a hole-basis system is “H”– Appendices 35 and 36 give hole-basis data for tolerances
• Shaft basis – a system of fits based on the maximum shaft size as the basic
diameter– the fundamental deviation for a hole-basis system is “h”– Appendices 37 and 38 give shaft-basis data for tolerances
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
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EML 2023Computer Aided Design
Cylindrical Fits – Metric Units
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EML 2023Computer Aided Design
Example 1
• determine the shaft and hole limits for:– hole-basis system– a close running fit– a basic diameter of 49 mm
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EML 2023Computer Aided Design
Example 1
• use a preferred basic diameter of 50 mm
• use a fit of H8/f7
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EML 2023Computer Aided Design
Example 2
• determine the shaft and hole limits for:– hole-basis system– a location transition fit– a basic diameter of 57 mm
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EML 2023Computer Aided Design
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EML 2023Computer Aided Design
Example 2
• use a preferred basic diameter of 60 mm
• use a fit of H7/k6
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EML 2023Computer Aided Design
Example 3
• determine the shaft and hole limits for:– hole-basis system– a medium drive fit– a basic diameter of 96 mm
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EML 2023Computer Aided Design
Example 3
• use a preferred basic diameter of 100 mm
• use a fit of H7/s6
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EML 2023Computer Aided Design
Nonstandard Fits, Nonpreferred Sizes
• determine the shaft and hole limits for:– hole-basis system– a close running fit– a basic diameter of 45 mm
(do not change to a preferred size)
35
36
EML 2023Computer Aided Design
Nonstandard Fits, Nonpreferred Sizes
• use a fit of H8/f7
37