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Geometric Dimensioning and Tolerancing By Saravanan Kulasekaran ME., LLB., Technical Manager

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Page 1: GD&T saravanan kulasekaran 27.06.16

Geometric Dimensioning and Tolerancing

BySaravanan Kulasekaran

ME., LLB.,Technical Manager

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What is Meant by GD&T

• Geometric Dimensioning and Tolerancing (GD&T) is a system for defining and communicating engineering tolerances.

• It uses a symbolic language on engineering drawings and computer-generated three-dimensional solid models that explicitly describes nominal geometry and its allowable variation.

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ISO vs. ASME

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Comparing the ISO and the ASME Approaches to GD&T

Issue or Topic ISO ASME

Approach

Explanation

Cost of Standards

Number of Standards

Theoretical Functional

Graphical, Few Words

700 – 1000 USD

10 - 16

Comprehensive

< 100 USD

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ASME Y14.5M – 2009 Structure Section 1 Scope, Definitions, and General Dimensioning

Section 2 General Tolerancing and Related Principles

Section 3 Symbology

Section 4 Datum Reference Frames

Section 5 Tolerances of Form

Section 6 Tolerances of Orientation

Section 7Tolerances of Location

Section 8 Tolerances of Profile

Section 9 Tolerances of Runout

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Fundamental Rules• Each dimension shall have a tolerance.

(except for those dimensions specifically identified as reference, maximum, minimum, or stock)

• Ensure full understanding of each feature.

• Show the detail needed and no more.

• Serve function needs, no misinterpretation.

• Manufacturing methods are not specified.

• Non-mandatory dimensions are OK.

• Designed of optimal readability.

• Tolerances apply for full size of feature.

• Dimensions and tolerances only apply at the drawing level where they were specified.

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Angular Units

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Decimal Inch Dimensions

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Millimetre Dimensions

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Application of Dimensions

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Grouping of Dimensions

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Spacing of Dimension Lines

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Staggered Dimensions

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Point Locations

Breaks in Extension Lines

Oblique Extension Lines

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Leader-Directed Dimensions

Minimizing Leaders

Leaders

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Overall Reference Dimension

Intermediate Reference Dimension

Reading Direction

Diameters

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Radii With Unlocated Centers

Radius With Located Center

Radii

Foreshortened Radii

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Round Holes

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Round Holes

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Round Holes

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Countersunk and Counter drilled Holes

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Internal Chamfers

Chamfers

Chamfers Between Surfaces at OtherThan 90°

Key seats

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KNURLING

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Rectangular Coordinate Dimensioning

Rectangular Coordinate Dimensioning Without Dimension Lines

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Rectangular Coordinate Dimensioning in Tabular Form

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Polar Coordinate Dimensioning Repetitive Features and Dimensions

Repetitive Features and Dimensions

Repetitive Features

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Section-2 General Tolerancing and Related

Principles

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Key Definitions• Tolerance – The total permissible variation in size for a

specified dimension.

• Bilateral Tolerance – A tolerance zone where the boundary conditions contain the specified dimension.

• Geometric Tolerance – A general term that refers any of the 14 symbols used to control form, orientation, profile, runout, or location.

• Unilateral Tolerance – A tolerance zone that only exists on one side of the specified dimension.

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Limit Dimensioning

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Plus and Minus Tolerancing

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Tolerance Accumulation

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Tolerance Accumulation

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Section-03 Symbology

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Geometric Characteristic Symbols

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BEZELCASE

CLAMP

PROBE

DIAL INDICATOR

6

810 12 10

8

6

422

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Dial Indicator

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Verification of Flatness

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Z

DATUMREFERENCEFRAME

SURFACEPLATE

GRANITE

PROBE

COORDINATE MEASURING MACHINEBRIDGE DESIGN

Coordinate Measuring Machine

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STRAIGHTNESS

Straightness is a condition where an element of a surface,or derived median line, is a straight line. A straightnesstolerance specifies a tolerance zone within whichthe considered element of a surface or derived medianline must lie. A straightness tolerance is applied in theview where the elements to be controlled are representedby a straight line.

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STRAIGHTNESS

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FLATNESSFlatness is the condition of a surface or derived median plane having all elements in one plane. A flatness tolerance specifies a tolerance zone defined bytwo parallel planes within which the surface or derived median plane must lie.

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Checking for Flatness

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CIRCULARITY

Definition Circularity exists when all of the points on a perpendicular cross section of a cylinder or a cone are equidistant to its axis.

Tolerance Zone Two concentric circles that contain each circular element of the surface.

Note: Circularity also applies to spheres

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Checking for Circularity

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CYLINDRICITY

Definition Cylindricity exists when all of the points on the surface of a cylinder are equidistant to a common axis.

Tolerance Zone Two concentric cylinders that contain the entire cylindrical surface.

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Checking for Cylindricity

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PROFILE OF A LINE Profile of a line is of course closely related to profile of a surface. The difference being that profile of a line takes only the measurement at a specific cross section, and does not take into account the variance of one cross section to the next.

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PROFILE OF A SURFACEProfile of a surface describes a 3-Dimensional tolerance zone around a surface, usually which is an advanced curve or shape. If it is called out on a curved surface, like a fillet on a welded part, the entire surface where the radius is has to fall within the tolerance zone.

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ANGULARITY

Two parallel planes or lines which are oriented at the specified angle in relation to a datum. All points on the referenced surface must fall into this tolerance zone.

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Checking for Angularity

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ANGULARITY• is the condition of a surface, axis, or median plane which

is at a specific angle (other than 90°) from a datum plane or axis.

• Can be applied to an axis at MMC.• Typically must have a Basic dimension.

The surface is at a 45º angle with a .005 tolerance zone relative to datum A.

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PERPENDICULARITY

• is the condition of a surface, center plane, or axis at a right angle (90°) to a datum plane or axis.Ex:

The tolerance zone is the space between the 2 parallel lines. They are perpendicular to the datum plane and spaced .005 apart.

The perpendicularity of this surface must be within a .005 tolerance zone relative to datum A.

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PERPENDICULARITY

• Location of hole (axis)

This means ‘the hole (axis) must be perpendicular within a diametrical tolerance zone of .010 relative to datum A’

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Checking for Perpendicularity

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±0.01

PARALLELISM:• The condition of a surface or center plane equidistant at all points

from a datum plane, or an axis.• The distance between the parallel lines, or surfaces, is specified by

the geometric tolerance.

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Checking for Parallelism

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Position Tolerance

• A position tolerance is the total permissible variation in the location of a feature about its exact true position.

• For cylindrical features, the position tolerance zone is typically a cylinder within which the axis of the feature must lie.

• For other features, the center plane of the feature must fit in the space between two parallel planes.

• The exact position of the feature is located with basic dimensions.

• The position tolerance is typically associated with the size tolerance of the feature.

• Datums are required.

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Concentricity

Definition Concentricity defines the location of cylindrical features about an axis of rotation.

Tolerance Zone The tolerance zone is defined as a cylinder about the datum axis that must contain the median points of diametrically opposed elements of a feature.

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A

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Checking for Concentricity

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Runout Tolerances

• Circular Runout

• Total Runout

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2-D Application

3-D Application

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Runout

Definition Runout is a composite control used to specify functional relationships between part features and a datum axis.

Tolerance Zone Circular runout is a 2-D application that evaluates full indicator movement on a perpendicular cross section rotating about a datum axis. Total runout evaluates full indicator movement of the full surface rotating about a datum axis.

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3-D Application 2-D Application

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Checking for Runout

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Symmetry

Definition Symmetry defines the location of non-cylindrical features about a derived median plane.

Tolerance Zone The tolerance zone is defined by two planes, equidistant to a datum center plane. The derived median points must fall within these two planes.

A

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Set Up for Symmetry

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Geometric Characteristic Symbols

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TO BE CONTINUED ON SESSION 02

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Material Source: Google Internet