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AMT2506
1
 M.S Ramaiah School of Advanced Studies - Bengaluru
K.N. Ganapathi
Asst Professor
Mechanical and Manufacturing Engineering
MSRSAS
Fundamentals of Geometric
Dimensioning and Tolerancing
(Basic GD&T)
Based on ASME Y14.5M
AMT2506
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Session Objectives
At the end of the session delegates should
have understand
• Introduction and need for GD&T
• Terms and definitions
• Symbols and rules of GD&T
• Datum and datum reference frame
• Concept of bonus tolerance
AMT2506
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Types of Tolerances
General
General Tolerances apply to all dimensions on
a drawing.
Linear
Linear Tolerances refer to specific features
that require more accuracy than general
tolerances provide.
Geometric Geometric Tolerances are concerned with a
feature’s shape or profile, not its size or
dimensions.
 M.S Ramaiah School of Advanced Studies - Bengaluru
AMT2506
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 M.S Ramaiah School of Advanced Studies - Bengaluru
What is an Engineering Drawing?
• An engineering drawing is a document that
communicates a precise description of a part. This
description consists of pictures, words, numbers and
symbols. Together these elements communicate part
information to all drawing users
• Engineering drawing information includes
– Geometry (shape, size and form of the part)
– Critical functional relationships
– Tolerances allowed for proper function
– Material, heat treat, surface coatings
– Part documentation information (part number, revision
level)
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 M.S Ramaiah School of Advanced Studies - Bengaluru
The engineering drawing is the
specification for the component or
assembly and is an important
contractual document with many legal
implications, every line and every
comment is important
What is an Engineering Drawing?
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Consequences of Poor Drawing
• Drawing errors
cost the
organization in
four ways
– Money
– Time
– Material
– Unhappy
customers
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Dimensioning can be divided into three categories:
•general dimensioning,
•geometric dimensioning, and
•surface texture.
The following provides information necessary to
begin to understand geometric dimensioning and
tolerancing (GD&T)
Three Categories of Dimensioning
AMT2506
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 M.S Ramaiah School of Advanced Studies - Bengaluru
1935: “American Drawing and Drafting Room Practices”,
18 pages including 2 paragraphs on tolerancing
WWII: High scrap rate (lack of full information and +/- system)
Positional tolerance system (round tolerance zones)
“Dimensional Analysis of Engineering Design”
1940: Draftsman’s Handbook (Chevrolet division)
1945: Ordnance Manual on Dimensioning and Tolerancing,
U.S.Army (used symbols rather than notes)
1946: “SAE Aeronautical Drafting Manual”
(Automotive version in 1952)
1949/53: MIL-STD-8/ MIL-STD-8A (7 basic symbols used)
1966: ANSI Y14.5 (updated in ‘73 replacing notes with symbols)
Geometric Dimensioning & Tolerancing
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Drawing that does not use GD&T
Why GD&T?
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Manufactured part
that conforms to
the drawing
(previous slide)
without GD&T
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Using English to control part features
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Drawing that uses GD&T gives no room for ambiguity and
is very precise and unique
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 M.S Ramaiah School of Advanced Studies - Bengaluru
What is GD&T?
• ASME Y14.5M-1994 GD&T is a language of
symbols used on mechanical drawings to efficiently
and accurately communicate geometry requirements
for features on parts and assemblies.
• GD&T, both ASME Y14.5M-1994 and ISO 8015
series are the only recognized international drawing
standards in use throughout the world.
• GD&T is the language that designers use to translate
design requirements into measurable specifications.
AMT2506
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 M.S Ramaiah School of Advanced Studies - Bengaluru
The Geometric Dimensioning and Tolerancing
System
• Geometric Dimensioning and Tolerancing (GD&T) is an
international language that is used on engineering drawings
to accurately describe a part
• GD&T language consists of a well-defined set of symbols,
rules, definitions and conventions
• GD&T is a precise mathematical language that can be used
to describe the size, form, orientation and location of part
features
• G D & T is an exact language that enables designers to
“say what they mean” through a drawing.
• GD&T is also a design philosophy on how to design and
dimension parts
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 M.S Ramaiah School of Advanced Studies - Bengaluru
GD&T is a means of dimensioning &
tolerancing a drawing which considers the
function of the part and how this part
functions with related parts
– This allows a drawing to contain a more
defined feature more accurately, without
increasing tolerances
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 M.S Ramaiah School of Advanced Studies - Bengaluru
• GD&T has increased in practice in last 15 years
because of ISO 9000
- ISO 9000 requires not only that something be required, but
how it is to be controlled. For example, how round does a
round feature have to be?
• GD&T is a system that uses standard symbols to
indicate tolerances that are based on the
feature’s geometry
– Sometimes called feature based dimensioning &
tolerancing or true position dimensioning & tolerancing
• GD&T practices are specified in ANSI / ASME
Y14.5M-1994
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 M.S Ramaiah School of Advanced Studies - Bengaluru
WHEN TO USE GD&T
• When part features are critical to a function or interchangeability
• When functional gauging is desirable
• When datum references are desirable to insure consistency
between design
• When standard interpretation or tolerance is not already implied
• When it allows a better choice of machining processes to be
made for production of a part
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 M.S Ramaiah School of Advanced Studies - Bengaluru
GD&T Benefits
• GD&T provides better product design
• GD&T increases tolerances with cylindrical
tolerance zones
• GD&T allows additional (bonus) tolerances
• GD&T allows the designer to communicate
more clearly
• GD&T eliminates confusion at inspection
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 M.S Ramaiah School of Advanced Studies - Bengaluru
How Does GD&T Work?
• Identify part surfaces to serve as origins and provide
specific rules explaining how these surfaces establish
the starting point and direction for measurements.
• Convey the nominal (ideal) distances and orientations
from origins to other surfaces.
• Establish boundaries and/or tolerance zones for
specific attributes of each surface along with specific
rules for conformance.
• Allow dynamic interaction between tolerances
(simulating actual assembly possibilities) where
appropriate to maximize tolerances.
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Tolerancing systems
1. Coordinate Tolerancing system
2. Geometrical Dimensioning and
Tolerancing system
 M.S Ramaiah School of Advanced Studies - Bengaluru
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Coordinate Tolerancing System
• Coordinate Tolerancing is a dimensioning system
where a part feature is located (or defined) by means
of rectangular dimensions with given tolerances
Coordinate Tolerancing
has three shortcomings
1. Square or rectangular
tolerance zones
2. Fixed-size tolerance zones
3. Ambiguous instructions for
inspection
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Square or Rectangular Tolerance zone
• The hole can be off its nominal location in the diagonal
direction a greater distance than in the vertical and horizontal
direction
• A more logical and function approach is to allow the same
tolerance for a hole location in all directions, creating a
cylindrical tolerance zone
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Square or Rectangular Tolerance zone
 M.S Ramaiah School of Advanced Studies - Bengaluru
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ROUND TOLERANCE ZONE
 M.S Ramaiah School of Advanced Studies - Bengaluru
Rectangular Tolerance Zone Circular Tolerance Zone
0.707
+/- 0.25
+/- 0.25
57% Larger
Tolerance Zone
Circular Tolerance Zone
Rectangular Tolerance Zone
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 M.S Ramaiah School of Advanced Studies - Bengaluru
COORDINATE V/s ROUND
TOLERANCE ZONE
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Fixed size tolerance zone
Tolerance for distance between two hole is
fixed irrespective of size of hole.
 M.S Ramaiah School of Advanced Studies - Bengaluru
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Ambiguous Inspection
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Notes required to make coordinate dimensional
equivalent to GD&T Drawing
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Comparison between GD&T and
Coordinate Tolerancing
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Coordinate Tolerancing Vs. GD&T
Drawing
concept
Coordinate Tolerancing Geometric Tolerancing
Tolerance
zone shape
Condition
Square or rectangular tol zones for hole locations
Results
Less tolerance available for hole
Higher manufacturing costs
Condition
Can use diameter symbol to allow round
tol zones
Results
57% more tol for hole location
Lower manufacturing costs
Tolerance
zone
flexibility
Condition
Tol zone is fixed in size
Results
Functional parts scrapped
Higher operating costs
Condition
Use of MMC modifier allows tol zones to
increase under certain conditions
Results
Functional parts used
Lower operating costs
Ease of
inspection
Condition
Implied datum allows choices for set up when
inspecting the part
Results
Multiple inspectors may get different results
Good parts scrapped, Bad parts accepted
Condition
The datum system communicates one set
up for inspection
Results
Clear instructions for inspection
Eliminates disputes over part acceptance
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Introduction to Geometric
Tolerancing Symbols
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Symbols
• Anyone, regardless of his or her native tongue, can
read and write symbols.
• Symbols mean exactly the same thing to everyone.
• Symbols are so compact they can be placed close to
where they apply, and they reduce clutter.
• Symbols are quicker to draw and easier for computers
to draw automatically.
• Symbols are easier to spot visually.
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Geometric Characteristic Symbols
• Geometric Characteristic Symbols are set
of fourteen symbols used in the language
of geometric tolerancing
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Geometric Characteristic Symbols
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Modifiers
• Modifiers communicate additional information about the
drawing or tolerancing of a part
• There are eight modifiers used in geometric tolerancing
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Introduction to Geometric
Tolerancing Terms
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Maximum Material Condition (MMC)
The condition in which a feature of size contains
the maximum amount of material within the
stated limits of size
for example, minimum hole diameter, maximum
shaft diameter.
.255
.250 + .005
.245
.250 + .005
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Maximum Material Condition
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Least Material Condition (LMC)
The condition in which a feature of size contains
the least amount of material within the stated limits
of size
for example, minimum shaft diameter, maximum
hole diameter
.245
.250 + .005
.255
.250 + .005
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 M.S Ramaiah School of Advanced Studies - Bengaluru
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Maximum Material Condition (MMC)
Least Material Condition (LMC)
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Use the figure to fill the value of the MMC and LMC for each
dimension (or indicate, does not apply).
Review Exercise
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Feature
– The general term applied to a physical portion of a
part, such as a surface, pin, tab, hole, or slot
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 M.S Ramaiah School of Advanced Studies - Bengaluru
• Feature of Size (FOS)
– One cylindrical or spherical surface, or a set of two
opposed elements or opposed parallel surfaces,
associated with a size dimension. An axis, median
plane or center point can be derived from a feature
of size
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Using the figure, indicate if each letter is associated with a feature
of size dimension or a non-feature of size dimension.
Review Exercise
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 M.S Ramaiah School of Advanced Studies - Bengaluru
• Regardless of Feature Size (RFS)
– The term used to indicate that a geometric
tolerance or datum reference applies at any
increment of size of the feature within its size
tolerance.
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Tolerance Zone on RFS Basis
(Straightness of Axis)
0.05
0.05
0.05
0.05
0.05
0.05
0.05
0.05
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Tolerance Zone on MMC Basis
(Straightness of Axis)
0.11
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Bonus Tolerance
• Bonus tolerance is an additional tolerance for a
geometric control
• Bonus tolerance is only permissible when an
MMC (or LMC) modifier is shown in the
tolerance portion of a feature control frame
• Bonus tolerance comes from the FOS tolerance
• Bonus tolerance is the amount the actual
mating size departs from MMC (or LMC)
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Bonus Tolerance Examples
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Bonus Tolerance
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Radius and Controlled Radius
• A radius is a straight line extending from the center of an arc
or a circle to its surface
• When “R” symbol is specified, flats or reversals are allowed
• When “CR” symbol is specified, flats or reversals are not
allowed
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Controlled radius example
CR should only be used in special cases for eg: when the part
stresses are very high and reversals in the radiused surface would
produce higher additional stresses
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Actual Local Size and Actual Mating Envelope
(AME)
• Actual Local Size is the value of any individual
distance at any cross section of a FOS
• Actual Mating Envelope (AME) is a variable
value, derived from an actual part
– For an external feature, the actual mating envelope is
the smallest perfect feature counterpart that can be
circumscribed about the feature
– For an internal feature, the actual mating envelope is
the largest perfect feature counterpart that can be
inscribed within the feature
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Actual Mating Envelope
Internal Feature
External Feature
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Unconstrained Actual Mating Envelope for an external feature
such as a bent cylinder is shown below:
Actual Mating Envelope
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Actual mating envelope of an external feature of size
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Actual mating envelope of an internal feature of size
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Feature control frame
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 M.S Ramaiah School of Advanced Studies - Bengaluru
THE
GEOMETRIC SYMBOL
TOLERANCE INFORMATION
DATUM REFERENCES
FEATURE CONTROL FRAME
COMPARTMENT VARIABLES
CONNECTING WORDS
MUST BE WITHIN
OF THE FEATURE
RELATIVE TO
Feature Control Frame
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Feature Control Frame
Reads as: The position of the feature must be within
a .003 diametrical tolerance zone at maximum material
condition relative to datums A, B, and C.
Uses feature
control frames
to indicate
tolerance
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Feature Control Frame
Reads as: The position of the feature must be
within a .003 diametrical tolerance zone at
maximum material condition relative to datums
A at maximum material condition and B.
Uses feature
control frames
to indicate
tolerance
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Placement of Feature Control Frames
 May be attached to a side, end or corner of the symbol
box to an extension line.
 Applied to surface.
 Applied to axis
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Placement of Feature Control FramesCont’d.
 May be below or closely adjacent to
the dimension or note pertaining to
that feature.
Ø .500 .005
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Basic Dimensions
• Basic Dimensions
– can be used to define the theoretically exact location, orientation or true
profile of part features or gage information
– that define part features must be accompanied by a geometric tolerance
– that define gage information do not have a tolerance shown on the print
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Basic Dimension
• A theoretically exact size, profile, orientation, or
location of a feature or datum target, therefore, a basic
dimension is untoleranced
• Most often used with position, angularity, and profile
• Basic dimensions have a rectangle surrounding it.
1.000
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Basic Dimension cont’d.
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Basic dimension example
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Rules and Concepts of GD&T
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Geometric Tolerance Rule
RULE – 1 (Limits of Size Rule):
Where only a size dimension is given
a) The size dimensions at any cross section must be
within the size tolerance.
b) The surface(s) shall not extend beyond the perfect
form defined by the MMC Size.
c) The form may vary within an envelope between the
MMC and LMC.
RULE – 2
Geometric tolerances are understood to be applied RFS. If MMC or
LMC is required, it must be placed in the feature control frame.
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Rule#1
• There are two general rules in ASME Y14.5M-
1994. The first rule establishes default
conditions for features of size. The second rule
establishes a default material conditions for
feature control frames
• Rule#1: For features of size, where only
tolerance of size is specified, the surfaces shall
not extend beyond a boundary (envelope) of
perfect form at MMC
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Rule#1 Examples
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Rule#1 Examples
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 M.S Ramaiah School of Advanced Studies - Bengaluru
• How to Override Rule#1
– A straightness control applied to a FOS
– A special note applied to a FOS
• Rule#1 Limitation
– Rule#1 does not control the location, orientation or
relationship between features of size
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 M.S Ramaiah School of Advanced Studies - Bengaluru
Rule#2
• Rule#2 is called “the all applicable geometric
tolerance rule”
• Rule#2: RFS applies, with respect to the
individual tolerance, datum reference or both,
where no modifying symbol is specified.
MMC or LMC must be specified on the
drawing where required
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AMT2506
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Sl
no
Size Form
tolerance
Bonus
tolerance
Total
tolerance
1 11
2 10
3 9
 M.S Ramaiah School of Advanced Studies - Bengaluru
Interpretation
Φ10 +/-1
No form tolerance
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Sl
no
Size Form
tolerance
Bonus
tolerance
Total
tolerance
1 11
2 10
3 9
 M.S Ramaiah School of Advanced Studies - Bengaluru
Interpretation
Φ10 +/-1
--- 0.2
Form tolerance-FCF-
attached to Feature
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Sl
no
Size Form
tolerance
Bonus
tolerance
Total
tolerance
1 11
2 10
3 9
 M.S Ramaiah School of Advanced Studies - Bengaluru
Interpretation
Φ10 +/-1
--- 0.2
Form tolerance-FCF-
attached to FOS.
RFS situation
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Sl
no
Size Form
tolerance
Bonus
tolerance
Total
tolerance
1 11
2 10
3 9
 M.S Ramaiah School of Advanced Studies - Bengaluru
Interpretation
Φ10 +/-1
--- 0.2
Form tolerance-FCF-
attached to FOS with
MMC modifier
M
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Sl
no
Size Form
tolerance
Bonus
tolerance
Total
tolerance
1 11
2 10
3 9
 M.S Ramaiah School of Advanced Studies - Bengaluru
Interpretation
Φ10 +/-1
--- 0.2
Form tolerance-FCF-
attached to FOS with
LMC modifier
L
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Datum (Planar)
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Introduction
• The datum system is a set of symbols and rules
that communicates to the drawing user how
dimensional measurements are to be made
– Datum system allows the designer to specify in
which sequence the part is to contact the inspection
equipment for the measurement of a dimension
– Datum system allows the designer to specify
which part surfaces are to contact the inspection
equipment for the measurement of a dimension
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 M.S Ramaiah School of Advanced Studies - Bengaluru
• Datum system benefits
– It aids in making repeatable dimensional
measurements
– It aids in communicating part functional
relationships
– It aids in making the dimensional measurement as
intended by the designer
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Implied Datum
• An implied datum is an assumed plane axis or
point from which a dimensional measurement
is made and it is an old concept from
coordinate tolerancing
• Consequences of implied datum
– Good parts are rejected
– Bad parts are accepted
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Planar Datum
• A datum is a theoretically exact plane, point or
axis from which a dimensional measurement is
made
• A datum feature is a part feature that contacts a
datum
• A planar datum is the true geometric counterpart
of a planar datum feature
• A true geometric counterpart is the theoretical
perfect boundary or best fit tangent plane of a
specified datum feature
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Planar Datum
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Datum Features and Datum
• Datum features are part features and they exist
on the part
• A datum feature simulator is the inspection
equipment that includes the gage elements
used to establish a simulated datum
• Datum are theoretical reference planes or axis
and are simulated by the inspection equipment
• For practical purpose, a simulated datum is
considered a datum
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Datum Feature Symbol
• The method of attaching this symbol to a part
feature determines if it designates a planar or a
FOS datum
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Referencing Datum in Feature Control
Frames
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Datum Reference Frame
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Datum Reference Frame
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Datum Features-Example
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Primary, Secondary and Tertiary Datum
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3-2-1 Rule
• The 3-2-1 rule defines the minimum points of
contact with the primary datum as 3, the
secondary datum as 2 and the tertiary datum as 1
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Coplanar Datum Features
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Datum (Axis and Centerplane)
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Datum (Axis and Centerplane)
• When a FOS is used as a datum feature, it
usually results in an axis or a centerplane as
the datum
• When diameter is used as a datum feature, it
results in a datum axis
• When a planar FOS is used as a datum feature,
it results in a datum centerplane
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Placement of datum feature symbols on
Features of Size
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Datum (Axis and Centerplane)
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Datum Targets
• Datum targets are symbols that describe the
shape, size and location of gage elements that
are used to establish datum planes, axis and
points
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Datum Target Symbols
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When to use Datum Targets
• Datum targets should be used whenever
– It is not practical to use the entire surface as a
datum plane
– The designer suspects the part may rock or wobble
when the datum feature contacts the datum plane
– Only a portion of the feature is used in he function
of the part
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Datum target points
AMT2506
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When to use RFS, MMC and LMC ??
• RFS
1. Applied only to those features with an axis or median plane
2. Suitable for dynamic assembly
3. RFS can be applied to interference fit and transitional fit
• MMC
1. Applied only to those features with an axis or median plane
2. Suitable for static assembly
3. MMC can be applied to clearance fit only
• LMC
1. Applied only to those features with an axis or median plane
2. Guarantee minimum wall thickness
 M.S Ramaiah School of Advanced Studies - Bengaluru
AMT2506
109
 M.S Ramaiah School of Advanced Studies - Bengaluru
LMC guarantees minimum Wall
thickness
AMT2506
110
When to use RFS, MMC and LMC ??
 M.S Ramaiah School of Advanced Studies - Bengaluru
AMT2506
111
 M.S Ramaiah School of Advanced Studies - Bengaluru
Virtual Condition and Boundary Conditions
• Virtual Condition (VC) is a worst-case
boundary generated by the collective effects
of a feature of size at MMC or at LMC and
the geometric tolerance for that material
condition.
• The VC of a FOS includes effects of the
size, orientation and location for the FOS.
The VC boundary is related to the datums
that are referenced in the geometric
tolerance used to determine the VC
AMT2506
112
 M.S Ramaiah School of Advanced Studies - Bengaluru
• Inner Boundary (IB) is a worst-case boundary
generated by the smallest feature of size minus the
stated geometric tolerance (and any additional
tolerance, if applicable)
• Outer boundary (OB) is a worst-case boundary
generated by the largest feature of size plus the stated
geometric tolerance (and any additional tolerance, if
applicable)
• Worst-case Boundary (WCB) is a general term to
refer to the extreme boundary of a FOS that is worst-
case for assembly. Depending upon the part
dimensioning, a worst-case boundary can be VC, IB
or OB
AMT2506
113
 M.S Ramaiah School of Advanced Studies - Bengaluru
Feature Control Frame Placement
AMT2506
114
 M.S Ramaiah School of Advanced Studies - Bengaluru
MMC Virtual Condition
• VC= MMC + Geometric Tol in the case of
external FOS such as shaft or pin
• VC= MMC - Geometric Tol in the case of
internal FOS such as hole
AMT2506
115
 M.S Ramaiah School of Advanced Studies - Bengaluru
MMC VC Examples
AMT2506
116
 M.S Ramaiah School of Advanced Studies - Bengaluru
LMC Virtual Condition
• VC= LMC - Geometric Tol in the case of
external FOS such as shaft or pin
• VC= LMC + Geometric Tol in the case of
internal FOS such as hole
AMT2506
117
 M.S Ramaiah School of Advanced Studies - Bengaluru
LMC VC Examples
AMT2506
118
 M.S Ramaiah School of Advanced Studies - Bengaluru
RFS Inner and Outer Boundary
• OB= MMC + Geometric Tol in the case of
external FOS such as shaft or pin
• IB= MMC - Geometric Tol in the case of
internal FOS such as hole
AMT2506
119
 M.S Ramaiah School of Advanced Studies - Bengaluru
RFS Inner and Outer Boundary Examples ???
AMT2506
120
 M.S Ramaiah School of Advanced Studies - Bengaluru
Worst-Case Boundary Formulas
AMT2506
121
 M.S Ramaiah School of Advanced Studies - Bengaluru
Identify Features of Size (FOS) and determine their MMC and WCB size values
Review Exercise
AMT2506
122
 M.S Ramaiah School of Advanced Studies - Bengaluru
AMT2506
123
 M.S Ramaiah School of Advanced Studies - Bengaluru
Summary
• Introduction and need for GD&T
• Terms and definitions
• Symbols and rules of GD&T
• Datum and datum reference frame
• Concept of bonus tolerance
have been studied
Thank You

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Fundamentals of GD&T-1.pdf

  • 1. AMT2506 1  M.S Ramaiah School of Advanced Studies - Bengaluru K.N. Ganapathi Asst Professor Mechanical and Manufacturing Engineering MSRSAS Fundamentals of Geometric Dimensioning and Tolerancing (Basic GD&T) Based on ASME Y14.5M
  • 2. AMT2506 2  M.S Ramaiah School of Advanced Studies - Bengaluru Session Objectives At the end of the session delegates should have understand • Introduction and need for GD&T • Terms and definitions • Symbols and rules of GD&T • Datum and datum reference frame • Concept of bonus tolerance
  • 3. AMT2506 3 Types of Tolerances General General Tolerances apply to all dimensions on a drawing. Linear Linear Tolerances refer to specific features that require more accuracy than general tolerances provide. Geometric Geometric Tolerances are concerned with a feature’s shape or profile, not its size or dimensions.  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 4. AMT2506 4  M.S Ramaiah School of Advanced Studies - Bengaluru What is an Engineering Drawing? • An engineering drawing is a document that communicates a precise description of a part. This description consists of pictures, words, numbers and symbols. Together these elements communicate part information to all drawing users • Engineering drawing information includes – Geometry (shape, size and form of the part) – Critical functional relationships – Tolerances allowed for proper function – Material, heat treat, surface coatings – Part documentation information (part number, revision level)
  • 5. AMT2506 5  M.S Ramaiah School of Advanced Studies - Bengaluru The engineering drawing is the specification for the component or assembly and is an important contractual document with many legal implications, every line and every comment is important What is an Engineering Drawing?
  • 6. AMT2506 6  M.S Ramaiah School of Advanced Studies - Bengaluru Consequences of Poor Drawing • Drawing errors cost the organization in four ways – Money – Time – Material – Unhappy customers
  • 7. AMT2506 7  M.S Ramaiah School of Advanced Studies - Bengaluru Dimensioning can be divided into three categories: •general dimensioning, •geometric dimensioning, and •surface texture. The following provides information necessary to begin to understand geometric dimensioning and tolerancing (GD&T) Three Categories of Dimensioning
  • 8. AMT2506 8  M.S Ramaiah School of Advanced Studies - Bengaluru 1935: “American Drawing and Drafting Room Practices”, 18 pages including 2 paragraphs on tolerancing WWII: High scrap rate (lack of full information and +/- system) Positional tolerance system (round tolerance zones) “Dimensional Analysis of Engineering Design” 1940: Draftsman’s Handbook (Chevrolet division) 1945: Ordnance Manual on Dimensioning and Tolerancing, U.S.Army (used symbols rather than notes) 1946: “SAE Aeronautical Drafting Manual” (Automotive version in 1952) 1949/53: MIL-STD-8/ MIL-STD-8A (7 basic symbols used) 1966: ANSI Y14.5 (updated in ‘73 replacing notes with symbols) Geometric Dimensioning & Tolerancing
  • 9. AMT2506 9  M.S Ramaiah School of Advanced Studies - Bengaluru Drawing that does not use GD&T Why GD&T?
  • 10. AMT2506 10  M.S Ramaiah School of Advanced Studies - Bengaluru Manufactured part that conforms to the drawing (previous slide) without GD&T
  • 11. AMT2506 11  M.S Ramaiah School of Advanced Studies - Bengaluru Using English to control part features
  • 12. AMT2506 12  M.S Ramaiah School of Advanced Studies - Bengaluru Drawing that uses GD&T gives no room for ambiguity and is very precise and unique
  • 13. AMT2506 13  M.S Ramaiah School of Advanced Studies - Bengaluru What is GD&T? • ASME Y14.5M-1994 GD&T is a language of symbols used on mechanical drawings to efficiently and accurately communicate geometry requirements for features on parts and assemblies. • GD&T, both ASME Y14.5M-1994 and ISO 8015 series are the only recognized international drawing standards in use throughout the world. • GD&T is the language that designers use to translate design requirements into measurable specifications.
  • 14. AMT2506 14  M.S Ramaiah School of Advanced Studies - Bengaluru The Geometric Dimensioning and Tolerancing System • Geometric Dimensioning and Tolerancing (GD&T) is an international language that is used on engineering drawings to accurately describe a part • GD&T language consists of a well-defined set of symbols, rules, definitions and conventions • GD&T is a precise mathematical language that can be used to describe the size, form, orientation and location of part features • G D & T is an exact language that enables designers to “say what they mean” through a drawing. • GD&T is also a design philosophy on how to design and dimension parts
  • 15. AMT2506 15  M.S Ramaiah School of Advanced Studies - Bengaluru GD&T is a means of dimensioning & tolerancing a drawing which considers the function of the part and how this part functions with related parts – This allows a drawing to contain a more defined feature more accurately, without increasing tolerances
  • 16. AMT2506 16  M.S Ramaiah School of Advanced Studies - Bengaluru • GD&T has increased in practice in last 15 years because of ISO 9000 - ISO 9000 requires not only that something be required, but how it is to be controlled. For example, how round does a round feature have to be? • GD&T is a system that uses standard symbols to indicate tolerances that are based on the feature’s geometry – Sometimes called feature based dimensioning & tolerancing or true position dimensioning & tolerancing • GD&T practices are specified in ANSI / ASME Y14.5M-1994
  • 17. AMT2506 17  M.S Ramaiah School of Advanced Studies - Bengaluru WHEN TO USE GD&T • When part features are critical to a function or interchangeability • When functional gauging is desirable • When datum references are desirable to insure consistency between design • When standard interpretation or tolerance is not already implied • When it allows a better choice of machining processes to be made for production of a part
  • 18. AMT2506 18  M.S Ramaiah School of Advanced Studies - Bengaluru GD&T Benefits • GD&T provides better product design • GD&T increases tolerances with cylindrical tolerance zones • GD&T allows additional (bonus) tolerances • GD&T allows the designer to communicate more clearly • GD&T eliminates confusion at inspection
  • 19. AMT2506 19  M.S Ramaiah School of Advanced Studies - Bengaluru How Does GD&T Work? • Identify part surfaces to serve as origins and provide specific rules explaining how these surfaces establish the starting point and direction for measurements. • Convey the nominal (ideal) distances and orientations from origins to other surfaces. • Establish boundaries and/or tolerance zones for specific attributes of each surface along with specific rules for conformance. • Allow dynamic interaction between tolerances (simulating actual assembly possibilities) where appropriate to maximize tolerances.
  • 20. AMT2506 20 Tolerancing systems 1. Coordinate Tolerancing system 2. Geometrical Dimensioning and Tolerancing system  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 21. AMT2506 21  M.S Ramaiah School of Advanced Studies - Bengaluru Coordinate Tolerancing System • Coordinate Tolerancing is a dimensioning system where a part feature is located (or defined) by means of rectangular dimensions with given tolerances Coordinate Tolerancing has three shortcomings 1. Square or rectangular tolerance zones 2. Fixed-size tolerance zones 3. Ambiguous instructions for inspection
  • 22. AMT2506 22 Square or Rectangular Tolerance zone • The hole can be off its nominal location in the diagonal direction a greater distance than in the vertical and horizontal direction • A more logical and function approach is to allow the same tolerance for a hole location in all directions, creating a cylindrical tolerance zone  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 23. AMT2506 23 Square or Rectangular Tolerance zone  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 24. AMT2506 24 ROUND TOLERANCE ZONE  M.S Ramaiah School of Advanced Studies - Bengaluru Rectangular Tolerance Zone Circular Tolerance Zone 0.707 +/- 0.25 +/- 0.25 57% Larger Tolerance Zone Circular Tolerance Zone Rectangular Tolerance Zone
  • 25. AMT2506 25  M.S Ramaiah School of Advanced Studies - Bengaluru COORDINATE V/s ROUND TOLERANCE ZONE
  • 26. AMT2506 26 Fixed size tolerance zone Tolerance for distance between two hole is fixed irrespective of size of hole.  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 27. AMT2506 27 Ambiguous Inspection  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 28. AMT2506 28  M.S Ramaiah School of Advanced Studies - Bengaluru Notes required to make coordinate dimensional equivalent to GD&T Drawing
  • 29. AMT2506 29  M.S Ramaiah School of Advanced Studies - Bengaluru Comparison between GD&T and Coordinate Tolerancing
  • 30. AMT2506 30  M.S Ramaiah School of Advanced Studies - Bengaluru Coordinate Tolerancing Vs. GD&T Drawing concept Coordinate Tolerancing Geometric Tolerancing Tolerance zone shape Condition Square or rectangular tol zones for hole locations Results Less tolerance available for hole Higher manufacturing costs Condition Can use diameter symbol to allow round tol zones Results 57% more tol for hole location Lower manufacturing costs Tolerance zone flexibility Condition Tol zone is fixed in size Results Functional parts scrapped Higher operating costs Condition Use of MMC modifier allows tol zones to increase under certain conditions Results Functional parts used Lower operating costs Ease of inspection Condition Implied datum allows choices for set up when inspecting the part Results Multiple inspectors may get different results Good parts scrapped, Bad parts accepted Condition The datum system communicates one set up for inspection Results Clear instructions for inspection Eliminates disputes over part acceptance
  • 31. AMT2506 31  M.S Ramaiah School of Advanced Studies - Bengaluru Introduction to Geometric Tolerancing Symbols
  • 32. AMT2506 32  M.S Ramaiah School of Advanced Studies - Bengaluru Symbols • Anyone, regardless of his or her native tongue, can read and write symbols. • Symbols mean exactly the same thing to everyone. • Symbols are so compact they can be placed close to where they apply, and they reduce clutter. • Symbols are quicker to draw and easier for computers to draw automatically. • Symbols are easier to spot visually.
  • 33. AMT2506 33  M.S Ramaiah School of Advanced Studies - Bengaluru Geometric Characteristic Symbols • Geometric Characteristic Symbols are set of fourteen symbols used in the language of geometric tolerancing
  • 34. AMT2506 34  M.S Ramaiah School of Advanced Studies - Bengaluru Geometric Characteristic Symbols
  • 35. AMT2506 35  M.S Ramaiah School of Advanced Studies - Bengaluru Modifiers • Modifiers communicate additional information about the drawing or tolerancing of a part • There are eight modifiers used in geometric tolerancing
  • 36. AMT2506 36  M.S Ramaiah School of Advanced Studies - Bengaluru Introduction to Geometric Tolerancing Terms
  • 37. AMT2506 37  M.S Ramaiah School of Advanced Studies - Bengaluru Maximum Material Condition (MMC) The condition in which a feature of size contains the maximum amount of material within the stated limits of size for example, minimum hole diameter, maximum shaft diameter. .255 .250 + .005 .245 .250 + .005
  • 38. AMT2506 38  M.S Ramaiah School of Advanced Studies - Bengaluru Maximum Material Condition
  • 39. AMT2506 39  M.S Ramaiah School of Advanced Studies - Bengaluru Least Material Condition (LMC) The condition in which a feature of size contains the least amount of material within the stated limits of size for example, minimum shaft diameter, maximum hole diameter .245 .250 + .005 .255 .250 + .005
  • 40. AMT2506 40  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 41. AMT2506 41  M.S Ramaiah School of Advanced Studies - Bengaluru Maximum Material Condition (MMC) Least Material Condition (LMC)
  • 42. AMT2506 42  M.S Ramaiah School of Advanced Studies - Bengaluru Use the figure to fill the value of the MMC and LMC for each dimension (or indicate, does not apply). Review Exercise
  • 43. AMT2506 43  M.S Ramaiah School of Advanced Studies - Bengaluru Feature – The general term applied to a physical portion of a part, such as a surface, pin, tab, hole, or slot
  • 44. AMT2506 44  M.S Ramaiah School of Advanced Studies - Bengaluru • Feature of Size (FOS) – One cylindrical or spherical surface, or a set of two opposed elements or opposed parallel surfaces, associated with a size dimension. An axis, median plane or center point can be derived from a feature of size
  • 45. AMT2506 45  M.S Ramaiah School of Advanced Studies - Bengaluru Using the figure, indicate if each letter is associated with a feature of size dimension or a non-feature of size dimension. Review Exercise
  • 46. AMT2506 46  M.S Ramaiah School of Advanced Studies - Bengaluru • Regardless of Feature Size (RFS) – The term used to indicate that a geometric tolerance or datum reference applies at any increment of size of the feature within its size tolerance.
  • 47. AMT2506 47  M.S Ramaiah School of Advanced Studies - Bengaluru Tolerance Zone on RFS Basis (Straightness of Axis) 0.05 0.05 0.05 0.05 0.05 0.05 0.05 0.05
  • 48. AMT2506 48  M.S Ramaiah School of Advanced Studies - Bengaluru Tolerance Zone on MMC Basis (Straightness of Axis) 0.11
  • 49. AMT2506 49  M.S Ramaiah School of Advanced Studies - Bengaluru Bonus Tolerance • Bonus tolerance is an additional tolerance for a geometric control • Bonus tolerance is only permissible when an MMC (or LMC) modifier is shown in the tolerance portion of a feature control frame • Bonus tolerance comes from the FOS tolerance • Bonus tolerance is the amount the actual mating size departs from MMC (or LMC)
  • 50. AMT2506 50  M.S Ramaiah School of Advanced Studies - Bengaluru Bonus Tolerance Examples
  • 51. AMT2506 51  M.S Ramaiah School of Advanced Studies - Bengaluru Bonus Tolerance
  • 52. AMT2506 52  M.S Ramaiah School of Advanced Studies - Bengaluru Radius and Controlled Radius • A radius is a straight line extending from the center of an arc or a circle to its surface • When “R” symbol is specified, flats or reversals are allowed • When “CR” symbol is specified, flats or reversals are not allowed
  • 53. AMT2506 53  M.S Ramaiah School of Advanced Studies - Bengaluru Controlled radius example CR should only be used in special cases for eg: when the part stresses are very high and reversals in the radiused surface would produce higher additional stresses
  • 54. AMT2506 54  M.S Ramaiah School of Advanced Studies - Bengaluru Actual Local Size and Actual Mating Envelope (AME) • Actual Local Size is the value of any individual distance at any cross section of a FOS • Actual Mating Envelope (AME) is a variable value, derived from an actual part – For an external feature, the actual mating envelope is the smallest perfect feature counterpart that can be circumscribed about the feature – For an internal feature, the actual mating envelope is the largest perfect feature counterpart that can be inscribed within the feature
  • 55. AMT2506 55  M.S Ramaiah School of Advanced Studies - Bengaluru Actual Mating Envelope Internal Feature External Feature
  • 56. AMT2506 56  M.S Ramaiah School of Advanced Studies - Bengaluru Unconstrained Actual Mating Envelope for an external feature such as a bent cylinder is shown below: Actual Mating Envelope
  • 57. AMT2506 57  M.S Ramaiah School of Advanced Studies - Bengaluru Actual mating envelope of an external feature of size
  • 58. AMT2506 58  M.S Ramaiah School of Advanced Studies - Bengaluru Actual mating envelope of an internal feature of size
  • 59. AMT2506 59  M.S Ramaiah School of Advanced Studies - Bengaluru Feature control frame
  • 60. AMT2506 60  M.S Ramaiah School of Advanced Studies - Bengaluru THE GEOMETRIC SYMBOL TOLERANCE INFORMATION DATUM REFERENCES FEATURE CONTROL FRAME COMPARTMENT VARIABLES CONNECTING WORDS MUST BE WITHIN OF THE FEATURE RELATIVE TO Feature Control Frame
  • 61. AMT2506 61  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 62. AMT2506 62  M.S Ramaiah School of Advanced Studies - Bengaluru Feature Control Frame Reads as: The position of the feature must be within a .003 diametrical tolerance zone at maximum material condition relative to datums A, B, and C. Uses feature control frames to indicate tolerance
  • 63. AMT2506 63  M.S Ramaiah School of Advanced Studies - Bengaluru Feature Control Frame Reads as: The position of the feature must be within a .003 diametrical tolerance zone at maximum material condition relative to datums A at maximum material condition and B. Uses feature control frames to indicate tolerance
  • 64. AMT2506 64  M.S Ramaiah School of Advanced Studies - Bengaluru Placement of Feature Control Frames  May be attached to a side, end or corner of the symbol box to an extension line.  Applied to surface.  Applied to axis
  • 65. AMT2506 65  M.S Ramaiah School of Advanced Studies - Bengaluru Placement of Feature Control FramesCont’d.  May be below or closely adjacent to the dimension or note pertaining to that feature. Ø .500 .005
  • 66. AMT2506 66  M.S Ramaiah School of Advanced Studies - Bengaluru Basic Dimensions • Basic Dimensions – can be used to define the theoretically exact location, orientation or true profile of part features or gage information – that define part features must be accompanied by a geometric tolerance – that define gage information do not have a tolerance shown on the print
  • 67. AMT2506 67  M.S Ramaiah School of Advanced Studies - Bengaluru Basic Dimension • A theoretically exact size, profile, orientation, or location of a feature or datum target, therefore, a basic dimension is untoleranced • Most often used with position, angularity, and profile • Basic dimensions have a rectangle surrounding it. 1.000
  • 68. AMT2506 68  M.S Ramaiah School of Advanced Studies - Bengaluru Basic Dimension cont’d.
  • 69. AMT2506 69  M.S Ramaiah School of Advanced Studies - Bengaluru Basic dimension example
  • 70. AMT2506 70  M.S Ramaiah School of Advanced Studies - Bengaluru Rules and Concepts of GD&T
  • 71. AMT2506 71  M.S Ramaiah School of Advanced Studies - Bengaluru Geometric Tolerance Rule RULE – 1 (Limits of Size Rule): Where only a size dimension is given a) The size dimensions at any cross section must be within the size tolerance. b) The surface(s) shall not extend beyond the perfect form defined by the MMC Size. c) The form may vary within an envelope between the MMC and LMC. RULE – 2 Geometric tolerances are understood to be applied RFS. If MMC or LMC is required, it must be placed in the feature control frame.
  • 72. AMT2506 72  M.S Ramaiah School of Advanced Studies - Bengaluru Rule#1 • There are two general rules in ASME Y14.5M- 1994. The first rule establishes default conditions for features of size. The second rule establishes a default material conditions for feature control frames • Rule#1: For features of size, where only tolerance of size is specified, the surfaces shall not extend beyond a boundary (envelope) of perfect form at MMC
  • 73. AMT2506 73  M.S Ramaiah School of Advanced Studies - Bengaluru Rule#1 Examples
  • 74. AMT2506 74  M.S Ramaiah School of Advanced Studies - Bengaluru Rule#1 Examples
  • 75. AMT2506 75  M.S Ramaiah School of Advanced Studies - Bengaluru • How to Override Rule#1 – A straightness control applied to a FOS – A special note applied to a FOS • Rule#1 Limitation – Rule#1 does not control the location, orientation or relationship between features of size
  • 76. AMT2506 76  M.S Ramaiah School of Advanced Studies - Bengaluru Rule#2 • Rule#2 is called “the all applicable geometric tolerance rule” • Rule#2: RFS applies, with respect to the individual tolerance, datum reference or both, where no modifying symbol is specified. MMC or LMC must be specified on the drawing where required
  • 77. AMT2506 77  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 78. AMT2506 78 Sl no Size Form tolerance Bonus tolerance Total tolerance 1 11 2 10 3 9  M.S Ramaiah School of Advanced Studies - Bengaluru Interpretation Φ10 +/-1 No form tolerance
  • 79. AMT2506 79 Sl no Size Form tolerance Bonus tolerance Total tolerance 1 11 2 10 3 9  M.S Ramaiah School of Advanced Studies - Bengaluru Interpretation Φ10 +/-1 --- 0.2 Form tolerance-FCF- attached to Feature
  • 80. AMT2506 80 Sl no Size Form tolerance Bonus tolerance Total tolerance 1 11 2 10 3 9  M.S Ramaiah School of Advanced Studies - Bengaluru Interpretation Φ10 +/-1 --- 0.2 Form tolerance-FCF- attached to FOS. RFS situation
  • 81. AMT2506 81 Sl no Size Form tolerance Bonus tolerance Total tolerance 1 11 2 10 3 9  M.S Ramaiah School of Advanced Studies - Bengaluru Interpretation Φ10 +/-1 --- 0.2 Form tolerance-FCF- attached to FOS with MMC modifier M
  • 82. AMT2506 82 Sl no Size Form tolerance Bonus tolerance Total tolerance 1 11 2 10 3 9  M.S Ramaiah School of Advanced Studies - Bengaluru Interpretation Φ10 +/-1 --- 0.2 Form tolerance-FCF- attached to FOS with LMC modifier L
  • 83. AMT2506 83  M.S Ramaiah School of Advanced Studies - Bengaluru Datum (Planar)
  • 84. AMT2506 84  M.S Ramaiah School of Advanced Studies - Bengaluru Introduction • The datum system is a set of symbols and rules that communicates to the drawing user how dimensional measurements are to be made – Datum system allows the designer to specify in which sequence the part is to contact the inspection equipment for the measurement of a dimension – Datum system allows the designer to specify which part surfaces are to contact the inspection equipment for the measurement of a dimension
  • 85. AMT2506 85  M.S Ramaiah School of Advanced Studies - Bengaluru • Datum system benefits – It aids in making repeatable dimensional measurements – It aids in communicating part functional relationships – It aids in making the dimensional measurement as intended by the designer
  • 86. AMT2506 86  M.S Ramaiah School of Advanced Studies - Bengaluru Implied Datum • An implied datum is an assumed plane axis or point from which a dimensional measurement is made and it is an old concept from coordinate tolerancing • Consequences of implied datum – Good parts are rejected – Bad parts are accepted
  • 87. AMT2506 87  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 88. AMT2506 88  M.S Ramaiah School of Advanced Studies - Bengaluru Planar Datum • A datum is a theoretically exact plane, point or axis from which a dimensional measurement is made • A datum feature is a part feature that contacts a datum • A planar datum is the true geometric counterpart of a planar datum feature • A true geometric counterpart is the theoretical perfect boundary or best fit tangent plane of a specified datum feature
  • 89. AMT2506 89  M.S Ramaiah School of Advanced Studies - Bengaluru Planar Datum
  • 90. AMT2506 90  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Features and Datum • Datum features are part features and they exist on the part • A datum feature simulator is the inspection equipment that includes the gage elements used to establish a simulated datum • Datum are theoretical reference planes or axis and are simulated by the inspection equipment • For practical purpose, a simulated datum is considered a datum
  • 91. AMT2506 91  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Feature Symbol • The method of attaching this symbol to a part feature determines if it designates a planar or a FOS datum
  • 92. AMT2506 92  M.S Ramaiah School of Advanced Studies - Bengaluru Referencing Datum in Feature Control Frames
  • 93. AMT2506 93  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Reference Frame
  • 94. AMT2506 94  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Reference Frame
  • 95. AMT2506 95  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Features-Example
  • 96. AMT2506 96  M.S Ramaiah School of Advanced Studies - Bengaluru Primary, Secondary and Tertiary Datum
  • 97. AMT2506 97  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 98. AMT2506 98  M.S Ramaiah School of Advanced Studies - Bengaluru 3-2-1 Rule • The 3-2-1 rule defines the minimum points of contact with the primary datum as 3, the secondary datum as 2 and the tertiary datum as 1
  • 99. AMT2506 99  M.S Ramaiah School of Advanced Studies - Bengaluru Coplanar Datum Features
  • 100. AMT2506 100  M.S Ramaiah School of Advanced Studies - Bengaluru Datum (Axis and Centerplane)
  • 101. AMT2506 101  M.S Ramaiah School of Advanced Studies - Bengaluru Datum (Axis and Centerplane) • When a FOS is used as a datum feature, it usually results in an axis or a centerplane as the datum • When diameter is used as a datum feature, it results in a datum axis • When a planar FOS is used as a datum feature, it results in a datum centerplane
  • 102. AMT2506 102  M.S Ramaiah School of Advanced Studies - Bengaluru Placement of datum feature symbols on Features of Size
  • 103. AMT2506 103  M.S Ramaiah School of Advanced Studies - Bengaluru Datum (Axis and Centerplane)
  • 104. AMT2506 104  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Targets • Datum targets are symbols that describe the shape, size and location of gage elements that are used to establish datum planes, axis and points
  • 105. AMT2506 105  M.S Ramaiah School of Advanced Studies - Bengaluru Datum Target Symbols
  • 106. AMT2506 106  M.S Ramaiah School of Advanced Studies - Bengaluru When to use Datum Targets • Datum targets should be used whenever – It is not practical to use the entire surface as a datum plane – The designer suspects the part may rock or wobble when the datum feature contacts the datum plane – Only a portion of the feature is used in he function of the part
  • 107. AMT2506 107  M.S Ramaiah School of Advanced Studies - Bengaluru Datum target points
  • 108. AMT2506 108 When to use RFS, MMC and LMC ?? • RFS 1. Applied only to those features with an axis or median plane 2. Suitable for dynamic assembly 3. RFS can be applied to interference fit and transitional fit • MMC 1. Applied only to those features with an axis or median plane 2. Suitable for static assembly 3. MMC can be applied to clearance fit only • LMC 1. Applied only to those features with an axis or median plane 2. Guarantee minimum wall thickness  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 109. AMT2506 109  M.S Ramaiah School of Advanced Studies - Bengaluru LMC guarantees minimum Wall thickness
  • 110. AMT2506 110 When to use RFS, MMC and LMC ??  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 111. AMT2506 111  M.S Ramaiah School of Advanced Studies - Bengaluru Virtual Condition and Boundary Conditions • Virtual Condition (VC) is a worst-case boundary generated by the collective effects of a feature of size at MMC or at LMC and the geometric tolerance for that material condition. • The VC of a FOS includes effects of the size, orientation and location for the FOS. The VC boundary is related to the datums that are referenced in the geometric tolerance used to determine the VC
  • 112. AMT2506 112  M.S Ramaiah School of Advanced Studies - Bengaluru • Inner Boundary (IB) is a worst-case boundary generated by the smallest feature of size minus the stated geometric tolerance (and any additional tolerance, if applicable) • Outer boundary (OB) is a worst-case boundary generated by the largest feature of size plus the stated geometric tolerance (and any additional tolerance, if applicable) • Worst-case Boundary (WCB) is a general term to refer to the extreme boundary of a FOS that is worst- case for assembly. Depending upon the part dimensioning, a worst-case boundary can be VC, IB or OB
  • 113. AMT2506 113  M.S Ramaiah School of Advanced Studies - Bengaluru Feature Control Frame Placement
  • 114. AMT2506 114  M.S Ramaiah School of Advanced Studies - Bengaluru MMC Virtual Condition • VC= MMC + Geometric Tol in the case of external FOS such as shaft or pin • VC= MMC - Geometric Tol in the case of internal FOS such as hole
  • 115. AMT2506 115  M.S Ramaiah School of Advanced Studies - Bengaluru MMC VC Examples
  • 116. AMT2506 116  M.S Ramaiah School of Advanced Studies - Bengaluru LMC Virtual Condition • VC= LMC - Geometric Tol in the case of external FOS such as shaft or pin • VC= LMC + Geometric Tol in the case of internal FOS such as hole
  • 117. AMT2506 117  M.S Ramaiah School of Advanced Studies - Bengaluru LMC VC Examples
  • 118. AMT2506 118  M.S Ramaiah School of Advanced Studies - Bengaluru RFS Inner and Outer Boundary • OB= MMC + Geometric Tol in the case of external FOS such as shaft or pin • IB= MMC - Geometric Tol in the case of internal FOS such as hole
  • 119. AMT2506 119  M.S Ramaiah School of Advanced Studies - Bengaluru RFS Inner and Outer Boundary Examples ???
  • 120. AMT2506 120  M.S Ramaiah School of Advanced Studies - Bengaluru Worst-Case Boundary Formulas
  • 121. AMT2506 121  M.S Ramaiah School of Advanced Studies - Bengaluru Identify Features of Size (FOS) and determine their MMC and WCB size values Review Exercise
  • 122. AMT2506 122  M.S Ramaiah School of Advanced Studies - Bengaluru
  • 123. AMT2506 123  M.S Ramaiah School of Advanced Studies - Bengaluru Summary • Introduction and need for GD&T • Terms and definitions • Symbols and rules of GD&T • Datum and datum reference frame • Concept of bonus tolerance have been studied Thank You