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Lecture 8 DEVELOPMENTS Cont’d Mechanical Engineering Graphics MECH 211

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Page 1: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Lecture 8

DEVELOPMENTS – Cont’d

Mechanical Engineering Graphics

MECH 211

Page 2: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 3: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 4: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 5: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 6: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 7: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 8: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique cylinder

Page 9: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 10: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 11: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 12: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 13: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 14: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 15: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 16: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 17: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 18: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 19: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 20: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 21: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 22: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development of oblique (Truncated) cone Triangulation Method

Page 23: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 24: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 25: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 26: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 27: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 28: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 29: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 30: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 31: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 32: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 33: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 34: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 35: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - intersecting cylinders

Page 36: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Triangulation Method

• Development of Transition Parts

• Since the connecting surface is neither a pyramid or a prism previous methods of development cannot be employed here.

• In such cases the various plane surfaces can be divided into triangular areas and each triangle can be laid down in the development as soon as the TL of each of its sides has been determined

Page 37: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 38: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 39: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 40: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 41: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 42: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 43: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 44: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 45: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 46: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 47: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 48: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 49: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 50: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 51: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 52: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Development - transition parts

Page 53: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Lecture 09

DIMENSIONING AND

TOLERANCES

Mechanical Engineering Graphics

MECH 211

Page 54: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimensions

• Nomenclatures

• Dimensioning practices

• Dimensioning examples

• Dimensioning rules • Aligned dimensions

• Dimensions outside the view

• The extension line practice

• The center line

Content of the Lecture

Page 55: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Radial and diametrical dimensions

• Chained features

• Explanations

• Not to scale designations

• Reference of the extension lines

• General dimensioning

• Contour dimensioning

• Size vs. location

Content of the Lecture

Page 56: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimensions the numerical value that defines the size,

shape, location, surface texture, or geometric characteristic

of a feature.

• What should be defined before dimensioning?

• Perfect understanding of the shapes

• Units

• Minimizing the data to geometrically define the part

• Features to be defined

• Dimensioning rules

• Start with a base of reference

Dimensions

Page 57: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Shape, location, relative position of

features in one part.

• Locate the position of the tool with respect

to the blank – manufacturing hints

• Feature sizes (dimensions -linear, angular)

• Position or location (linear, angular)

Dimensions – Cont’d

Page 58: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Nomenclature

Page 59: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimension: A numerical value which defines size

or relative position

• Basic dimension: Theoretically exact size of the

feature

• Reference dimension: Dimension not directly

used, but indicated

• Dimension line: Thin dark solid line that shows

the extent and the direction of the feature

• Arrowhead: Symbol at the end of

dimension lines

Nomenclature

Page 60: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Extension line: Line that shows which feature is

associated with the size

• Visible gap: Gap between corners of the feature

and extension lines

• Leader line: Extension line that shows the size of a

inaccessible feature

• Diameter/Radius symbols: /R followed by a

number, the size of the feature

• Datum: A reference line/surface for datum

dimensioning

Nomenclature – Cont’d

Page 61: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Text is usually 3mm or 0.125’’ high, and the space

between lines of text is 1.5 mm or 0.0625’’

• Text should be legible, do not crowd dimensions

• Do not letter on object lines. Lines may be broken - clarity

• Note: Number of digits to the right of decimal varies in

mm and inch dimensioning

Dimensioning Practice

Page 62: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• REMEMBER -

Sizes and

dimensions are

used for

manufacturing

purposes

• Both Sizes and

Location of

features should

be indicated

Dimensioning Practice – Cont’d

Page 63: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Size dimensions Position dimensions • 1. Horizontal 1. Horizontal position

• 2. Vertical 2. Vertical position

• 3. Diameter 3. Angle

• 4. Radius

• Standard practice in dimensioning – promotion of

clarity

• Make sure that you could build the part according

to your dimensioning

• The provided dimensions must be measurable

Dimensioning Practice – Cont’d

Page 64: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Location Dimensions - Example Tabular dimensioning

• Series of objects, with like features but varying dimensions

can be done in one drawing with use of letters

• The variable values of letters can be

given in a tabular form. Commonly

seen in catalogs, handbooks etc

Page 65: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Set of perpendicular planes are needed for dimensioning in

this manner. It should be clearly identified.

• Dimensions need to be in decimals and angles in degrees

and decimal parts of degrees

Location Dimensions - Example Co-ordinate dimensioning

Page 66: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Each feature of an object is dimensioned once and only once.

Dimensions should be selected to suit the function of the

object.

Dimensions should be placed in the most descriptive view of

the feature being dimensioned.

Dimensions should specify only the size of a feature. The

manufacturing method should only be specified if it is a

mandatory design requirement.

Angles shown on drawings as right angles are assumed to be

90 degrees unless otherwise specified, and they need not be

dimensioned.

Dimensioning rules

Page 67: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Dimensions should be located outside the boundaries of the

object whenever possible.

Dimension lines should be aligned and grouped where

possible to promote clarity and uniform appearance.

Crossed dimension lines should be avoided whenever

possible. When dimension lines must cross, they should be

unbroken.

The space between the first dimension line and the object

should be at least 3/8 inch (10mm). The space between

dimension lines should be at least ¼ inch (6mm).

There should be a visible gap between the object and the

origin of an extension line.

Dimensioning rules – Cont’d

Page 68: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Extension lines should extend 1/8 inch (3mm) beyond the

last dimension line.

Extension lines should be broken if they cross or are close

to arrowheads.

Leader lines used to dimension circles or arcs should be

radial.

Dimensions should be oriented to be read from the bottom

of the drawing.

Diameters are dimensioned with a numerical value

preceded by the diameter symbol.

Dimensioning rules – Cont’d

Page 69: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Concentric circles should be dimensioned in a longitudinal

view whenever possible.

Radii are dimensioned with a numerical value preceded by

the radius symbol.

When a dimension is given to the center of an arc or

radius, a small cross is shown at the center.

The depth of a blind hole may be specified in a note. The

depth is measured from the surface of the object to the

deepest point where the hole still measures a full diameter

in width.

Counterbored, spotfaced, or countersunk holes should be

specified in a note.

Dimensioning rules – Cont’d

Page 70: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Aligned Dimensions have text placed parallel to the

dimension line, with vertical dimensions read from the right

of the drawing.

Unidirectional Dimensions are read from bottom of page

Dimension figures - Direction Aligned and unidirectional dimensioning

Page 71: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Dimension outside the view

Page 72: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Extension line practice

Use any of the four methods, as long as

they are legible

While grouping, stagger dimensions

Do not break dimension lines for object

lines, but for arrow heads

Page 73: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Center line practice

Page 74: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

More than half a circle:

diameter

Leaders to point towards centre

of the circle or arc (Radial)

Less than half a circle or arc:

radius

Radial and diametric dimensions

Page 75: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Dimensioning arcs Arc in dimensioned in a view where true shape is

seen

If space is available leader and the value is

located inside the arc. If not numeral alone or

including leader is moved out

Cross is indicated with or without dimensions for

centre of all arcs except small and unimportant

radii

For long radius, false center with jogged leader

can be used

Page 76: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Staggering dimension text Aligning dimension lines

Dimensioning chained features

• smaller dimension

should be placed

closer to the object

to avoid unnecessary

crossing

Page 77: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Extension lines and line indicators are used

to detail manufacturing requirements

Detailed explanations

Page 78: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• All features in drawings are scaled accordingly

• Not-scaled features could be also represented but

also indicated with an underline

Not to scale dimensioning

Page 79: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimensioning is always performed between crisp surfaces

• Sometimes, such surfaces are not available and the

dimensioning is given to facilitate the manufacturing

process, extension lines with reference marks are used

Reference for the extension line

Page 80: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Holes should be dimensioned in the view

that they are best seen

General dimensioning

Page 81: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Features should be dimensioned in the

views that are best seen

General dimensioning – Cont’d

Page 82: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Do not draw a

view/section for a

feature that could be

indicated by a symbol

General dimensioning – Cont’d

Page 83: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

General dimensioning – Cont’d

Counterbore Countersink Spotface

Section veiw

is needless as

symbols in the

topview

means this

Page 84: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Keyseat and keyway

General dimensioning – Cont’d

• Dimension keyseats from the bottom of the

keyseat to opposite end of the shaft

• For key seat, from top of keyway to bottom of

hole

Page 85: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Slot cuts

General dimensioning – Cont’d

• By giving centre to

centre distances and

radii of ends

• One radius

dimension is only

needed, but number

of places need to be

mentioned

Page 86: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Chamfers

General dimensioning – Cont’d

Page 87: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Concentric circles

General dimensioning – Cont’d

• Dimensioned in the

longitudinal view

Page 88: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Grooves

General dimensioning – Cont’d

• Dimensioned with

local notes

• Or by showing the

dimensions of both

the depth of undercut

and the distance

Page 89: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Threads

General dimensioning – Cont’d

• Threads are

dimensioned with

local notes

• Internal or tapped

threads on the

circular view

• External threads on

the longitudinal view

Page 90: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Both size and location dimensions have to

be provided to avoid any confusion

Size Vs. Location

Page 91: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Size Vs. Location

• Both size and location dimensions have to be

provided to avoid any confusion

Page 92: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Each feature of an object is dimensioned once and

only once

• The location and/or size dimensions for a feature

should be placed in the view in which that feature is

most clearly seen i.e. where its shape description is

most complete

• Any dimension specified should correspond to a range

of dimensions in the final product, i.e. each dimension

should include an appropriate tolerance

Reminder

Page 93: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimensions lines should never coincide with

object lines or other extension lines

• Dimension lines should be unbroken except for

the number between the arrowheads

• There should be a visible gap between the object

and the origin of an extension line

• Crossing of dimension lines should be avoided

wherever possible

Reminder

Page 94: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Dimensions should reference object lines rather than

hidden lines

• Dimensions should be placed in spaces as close as

possible to their point of application

• When dimensions are "nested", the smaller dimension

should be placed closer to the object to avoid

unnecessary crossing

• Dimensions should be located outside the boundaries

of the object wherever possible

Reminder

Page 95: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Superfluous dimensions

Page 96: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

TOLERANCING

Page 97: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Undesired but accepted abatement form a

basic size or shape

• Types of tolerances:

– Dimensional tolerances (limits of the linear or

angular dimensions)

– Positional tolerances (limits of linear or angular

location of features within a part

– Geometric tolerances (abatement form shape or

position of a specific feature)

Tolerances basics

Page 98: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• The not desired but permitted dimensional

variation of a certain feature due to the

economic aspect in manufacturing

• Tolerances are essential when two or more

parts are assembled together - clearance

• The amount of the permitted variation is

related to the functions of the parts

Fundamentals

Page 99: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

Fundamentals

MMC

MMC – Maximum Material

Condition

LMC – Least Material Condition

Page 100: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Understanding of tolerances

• Selection and calculations

• Prescription of tolerances

• Tolerance of a size: the difference between

the maximum and the minimum allowed size

of the specific dimension

What is Important?

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Nomenclature

• Nominal Size – The general size (used for general

identification of part)

• Basic Size – Theoretical size (size from which limits are

worked out)

• Actual Size – Measured size of the actual part

• Limits – the max and min sizes shown by tolerances

• Allowance – for mating parts – min clearance or max

interference

• Tolerance - total allowable variance

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Nomenclature

• Maximum material condition (MMC) – where part

contains maximum amount of material

• Least material condition (LMC) – where part

contains minimum amount of material

• Clearance fit – condition of fit that enables space

between mating parts

• Interference fit – condition of fit that enables no

space between mating parts

• Transition fit – clearance or interference fit

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• Direct limits (limit dimensioning)

• Tolerance value (plus or minus dim)

• Unilateral Tolerances (only in one direction from basic size)

• Specific note (The * dimensions 2+0.001)

• General note (All diameters 2+0.001)

Tolerance representation

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Clearance and interference fits

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Transition fit

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• Evaluate the allowance

and the interference

How to determine fits?

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• Functional dimensioning begins with tolerancing

the most important features

• The functionality of the assembly has to be very

clearly established by the designer

• The assembly procedure as well as the

manufacturing processes involved in producing

the part must be also clear to the designer

• Tolerances should be as “coarse” as possible and

still permit satisfactory use of part – Why?

Functional dimensioning

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• Tolerances taken in the same direction from one point of reference are additive – tolerances stack-up or accumulation of tolerance

• Tolerance stack-up can be eliminated by careful selection and placement of dimensions

• If Z not given, it will be governed by both X and Y (.01 instead of intended tolerance of .005)

Tolerance Stack-up

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Tolerances stack-up may cause assembly problems

Tolerance Stack-up

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Dimensioning with respect to the base base would help

Tolerance Stack-up

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Providing tolerances for the locating dimensions is a better solution

Tolerance Stack-up

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Tolerancing in ISO

International tolerance (IT) Grades

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Minimum hole size is the basic size

Metric preferred hole based system of fits

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Line form vs. note form tolerancing

Hole Tolerance =

.025

Shaft Tolerance =

.016

Loosest fit =

40.025-39.975 =

.050

Tightest fit =

40.000 – 39.991 =

.009

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Metric Tolerances-Standard representation

• If limits are shown up and down, largest limit up

• If shown side by side, smallest limit first

• For angular dimensions, it can be in general note or it can be

mentioned similar to that of linear dimensions

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• Hole Basis fit: the basic size is the minimum dia of the hole

and fit is calculated based on this

• Shaft Basis fit: the basic size is the maximum dia of the shaft

and the fit is calculated base on this

Basic hole and shaft system-Imperial size

Hole Basis Fit

Interference fit Clearance fit

Shaft Basis Fit

Interference fit Clearance fit

Basic Size .500

Largest shaft

.500

Smallest hole

.500

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0.500 is the lower limit hole

0.496 is the upper limit shaft

0.004 is the ALLOWANCE

0.496 is the upper limit shaft

0.003 is the shaft tolerance

0.493 is the LOWER LIMIT SHAFT

0.500 is the lower limit hole

0.003 is the hole tolerance

0.503 is the UPPER LIMIT HOLE

0.500 is the smallest hole

0.496 is the largest shaft

0.004 is the tightest fit

0.503 is the largest hole

0.493 is the smallest shaft

0.10 is the loosest fit

.503

.500 .496 .493

Example – Run Fit

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• Used to limit the abatement in the geometric

or positional variation of features

Geometric tolerancing

Total flatness tolerance,

.05inch. This entire tolerance

zone may move up and down

within the size tolerance zone

Total height

tolerance .2 inches

Flatness tolerance

indication in

drawing

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Example of feature control frames

Geometric

tolerance symbol

(Parallelism) Geometric

tolerance value

Reference Datum

Geometric

tolerance symbol

(Roundness)

Geometric

tolerance value

Size dimension

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Dimensioning and

tolerancing symbols

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Straightness of the axis

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Roundness

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Cylindricity

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Drawing with GT - Example

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Think practical when approach a design problem

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Page 127: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Draw all the necessary views/sections that

would enable the correct dimensioning of

the following parts:

Problems

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Problems

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Problems

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Dimensioning – sample problems

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Tolerancing – sample problems

Limits of Size 1 2 FN4 Fit

Nominal Size .500 .750

± Limit ± ±

= Upper Limit = =

Nominal Size .500 .750

+ Limit + +

= Lower Limit = =

Nominal Size .500 .750

± Limit ± ±

= Upper Limit = =

Nominal Size .500 .750

+ Limit + +

= Lower Limit = =

Smallest Hole

- Largest Shaft - -

Tightest Fit

Largest Hole

- Smallest Shaft - -

Loosest Fit

Ho

le

Sh

aft

L

imit

s of

Fit

s

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Page 133: Lecture 8 DEVELOPMENTS Cont’dnrskumar/Index_files/Mech211/Full... · Triangulation Method • Development of Transition Parts • Since the connecting surface is neither a pyramid

• Representation Standards – ANSI Y 14.5 M

New standard Old standard

Dimensioning and tolerances standard

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A B

Which of the two dimensioning practices is better

for assembly purposes?

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Bracket with GT - Example

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Dimensioning and

tolerancing symbols

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Contour dimensioning

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Steps to create a dimensioned drawing

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Functional dimensioning