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Principles of Engineering Drawing
Thayer Machine Shop
Drawing and Tolerancing
This Tutorial reviews the following principles:
Drawing: How to interpret and create engineering drawings
Dimensioning: How to communicate dimensions properly
Tolerancing: How to use geometric and dimensional tolerances
to specify how much variation is acceptable during manufacture
3
Why Engineering Drawings?
• Engineering drawing is a formal and precise way of
communicating information about the shape, size, features
and precision of physical objects.
• Drawing is the universal language of engineering.
• Engineering drawing could be a complete course in itself,
but we only have 80 minutes so...
This is only going to cover the very basics.
4
Drawing Standards
• Just like written language has standards, the
“grammar” of technical drawing is defined
by...
the ANSI Y14.5 or the ISO standard
• The ANSI standards must be understood to
read a drawing.
• Lets look at a sample drawing...
5
MATERIAL: AL6601-T6
PART NAME: Left Mtg. Bracket
DRAWN BY: BC
DATE: 6-1-97REV:
NOTES:
TOL: QTY: 1
Units in Inches
Deburr all edges
6
Basic Information Included in a Drawing
• Projected Views: Show as many sides as needed for completeness.
• Cross Sections: A view that is good for showing interior features.
• Table: Lower right corner, with material information, part name, designer etc.
and finally
• DIMENSIONS!!!: These are the most important and
most complicated part of the drawing. There is more to it than
just the numerical values!
7
Which is better?
0.750” + .003” 0.250” + .003”
1.000” + .003”
0.250” + .003”
8
A Dimensioning Example,
showing that placement should match intent
These drawings show bolts holes for mounting a flange onto a plate. When
mounting the flange, the position of the holes with respect to each other is very
important, or else the flange (or part) won’t fit. It makes sense to dimension the
distance between the holes, instead of the distances to the edge.
Dimension placement
matches intent
Dimension placement
does NOT match intent
0.750” + .003” 0.250” + .003”
1.000” + .003”
0.250” + .003”
9
Tolerances(every part needs some)
There are two types of tolerances:
Dimensional Tolerances
and
Geometric Tolerances
10
What’s the difference?
• Dimensional tolerances control _______________.
• Geometric tolerances control __________ & __________.
Geometric tolerances affect dimensional tolerances!
11
Types of Dimensional Tolerances
Limit Dimensioning Plus & Minus Tolerancing
Both methods are acceptable.
1.371
1.379 1.375 + .004
12
Tolerance Accumulation
The distance between X and Y is a critical dimension.
The total variation in the distance between X and Y
depends on how the drawing is dimensioned.
How much tolerance is specified on the distance
between X and Y in each example?
(a) +
(b) +
(c) +
13
Geometric Tolerancing
Geometric Tolerancing is used to specify the shape of features.
Things like:
•Straightness
•Flatness
•Circularity
•Cylindricity
•Angularity
Geometric Tolerances are shown on a drawing with a feature control frame.
•Profiles
•Perpendicularity
•Parallelism
•Concentricity
•And More...
14
The Feature Control Frame
This feature control frame is read as: “The specified feature must lie perpendicular within a
tolerance zone of 0.05 diameter at the maximum material condition, with respect to datum
axis C. In other words, this places a limit on the amount of variation in perpendicularity
between the feature axis and the datum axis. In a drawing, this feature control frame would
accompany dimensional tolerances that control the feature size and position.
15
Geometric Characteristic Symbols
A feature control frame gives information about geometric
tolerances on the feature.
16
Straightness Example
17
Straightness at MMC
18
Demo
Sketch your observations:
2 Rods: .375” diameter
.750” diameter
Tube with .755” hole
19
Flatness Examples
20
Parallelism Example
21
Circularity (Roundness) Example
22
Circular & Total Runout
Runout is specified on cylindrical parts. It is
measured by placing a gage on the part, and
rotating the part through 360 degrees. The
total variation is recorded as the runout.
• Circular runout is measured at one location.
• Total Runout is measured along the entire
specified surface.
23
Circular Runout Example
24
Total Runout Example
25
Cylindricity Example
26
Perpendicularity Example
27
Angularity Example
Measuring angularity is
equivalent to measuring
parallelism at an angle.
28
Conventional (Coordinate) Tolerancing
Tolerance Zone Boundary
Hole Center Axis
.750 + .005
2.000 + .005
.600 + .005
1.500 + .005
This dimensional tolerance
controls the size of the 3 holes.
The other dimensional tolerances
control the positions.
A
.010”
.010”
29
In the conventional tolerancing scheme, a hole center axis can reside
anywhere in the square tolerance zone. The drawing may call out linear
tolerances of +.005”, but...
.005”
.005”
By how much can the hole location deviate from spec?
30
Geometric Position Tolerancing
The Feature Control Frame is read like this:
“ “
31
MMC vs. LMC
SMALLEST
HOLE
SMALLEST
SHAFT
LARGEST
HOLE
LARGEST
SHAFT
“Maximum Material Condition” “Least Material Condition”
32
Tolerance Zone Size
This feature control frame specifies the tolerance
zone as a circle of diameter .010 at MMC,
centered according to the basic dimensions given.
The size of the tolerance zone is dependent on the
size of the hole.
A feature control frame can specify the size of the
tolerance zone at MMC, LMC or RFS (regardless
of feature size).
MMC of hole = .250
LMC of hole = .255
Hole diameter Tolerance Zone diameter
.250 (MMC) .010
.251 .011
.252 .012
.253 .013
.254 .014
.255 (LMC) .015
33
Determining Tolerance Zone Size
34
Does this feature meet the true position tolerance?
Step 1: What can we measure?
35
Step 2:
Calculate deviations in x and y directions.
How does this compare to the basic dimensions?
36
22
2 yxZ +=
Tolerance zone, dia. = TZ
Desired position
Actual hole center
A hole center that deviates from true position by x
and y lies within a tolerance zone of diameter Z. If
Z > TZ, the part is bad.
Step 3:
Determining the True
Position
37
True Position and Perpendicularity
This feature control frame specifies the true position
tolerance of the hole with respect to 3 datum planes.
The order that the datum planes are listed in the feature
control frame indicates the priority of each datum.
Datums B and C provide reference for the x and y
position of the hole center, and datum A controls the
perpendicularity of the hole axis .
Referencing datum A means that the center
axis of the hole must be perpendicular to
datum plane A. The axis must intersect
datum plane A inside the tolerance zone
.010” wide tolerance zone
Permissible hole
axis variation
-A-
38
Standard Fits
• Standard Fits are a way of specifying a fit
between a hole and a shaft.
• RC (1-9) Running or Sliding Clearance Fit
• LC (1-11) Locational Clearance Fit
• LT (1-6) Transition Clearance or Interference Fit
• LN (1-3) Locational Interference Fit
• FN (1-5) Force or Shrink Fit
We mention this here because it will be useful in dimension the
parts of your yo-yo that must snap fit together.
Ref: Marks’ Mechanical Engineering Handbook, 6th ed. McGraw-Hill.
39
Standard Fit Example
There is a nominal diameter of 1 inch for the shaft and hole on your yo-yo. You want a
class FN2 fit. What should the dimensions and tolerances be for the shaft and the hole?

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Introdr

  • 1. 1 Principles of Engineering Drawing Thayer Machine Shop
  • 2. Drawing and Tolerancing This Tutorial reviews the following principles: Drawing: How to interpret and create engineering drawings Dimensioning: How to communicate dimensions properly Tolerancing: How to use geometric and dimensional tolerances to specify how much variation is acceptable during manufacture
  • 3. 3 Why Engineering Drawings? • Engineering drawing is a formal and precise way of communicating information about the shape, size, features and precision of physical objects. • Drawing is the universal language of engineering. • Engineering drawing could be a complete course in itself, but we only have 80 minutes so... This is only going to cover the very basics.
  • 4. 4 Drawing Standards • Just like written language has standards, the “grammar” of technical drawing is defined by... the ANSI Y14.5 or the ISO standard • The ANSI standards must be understood to read a drawing. • Lets look at a sample drawing...
  • 5. 5 MATERIAL: AL6601-T6 PART NAME: Left Mtg. Bracket DRAWN BY: BC DATE: 6-1-97REV: NOTES: TOL: QTY: 1 Units in Inches Deburr all edges
  • 6. 6 Basic Information Included in a Drawing • Projected Views: Show as many sides as needed for completeness. • Cross Sections: A view that is good for showing interior features. • Table: Lower right corner, with material information, part name, designer etc. and finally • DIMENSIONS!!!: These are the most important and most complicated part of the drawing. There is more to it than just the numerical values!
  • 7. 7 Which is better? 0.750” + .003” 0.250” + .003” 1.000” + .003” 0.250” + .003”
  • 8. 8 A Dimensioning Example, showing that placement should match intent These drawings show bolts holes for mounting a flange onto a plate. When mounting the flange, the position of the holes with respect to each other is very important, or else the flange (or part) won’t fit. It makes sense to dimension the distance between the holes, instead of the distances to the edge. Dimension placement matches intent Dimension placement does NOT match intent 0.750” + .003” 0.250” + .003” 1.000” + .003” 0.250” + .003”
  • 9. 9 Tolerances(every part needs some) There are two types of tolerances: Dimensional Tolerances and Geometric Tolerances
  • 10. 10 What’s the difference? • Dimensional tolerances control _______________. • Geometric tolerances control __________ & __________. Geometric tolerances affect dimensional tolerances!
  • 11. 11 Types of Dimensional Tolerances Limit Dimensioning Plus & Minus Tolerancing Both methods are acceptable. 1.371 1.379 1.375 + .004
  • 12. 12 Tolerance Accumulation The distance between X and Y is a critical dimension. The total variation in the distance between X and Y depends on how the drawing is dimensioned. How much tolerance is specified on the distance between X and Y in each example? (a) + (b) + (c) +
  • 13. 13 Geometric Tolerancing Geometric Tolerancing is used to specify the shape of features. Things like: •Straightness •Flatness •Circularity •Cylindricity •Angularity Geometric Tolerances are shown on a drawing with a feature control frame. •Profiles •Perpendicularity •Parallelism •Concentricity •And More...
  • 14. 14 The Feature Control Frame This feature control frame is read as: “The specified feature must lie perpendicular within a tolerance zone of 0.05 diameter at the maximum material condition, with respect to datum axis C. In other words, this places a limit on the amount of variation in perpendicularity between the feature axis and the datum axis. In a drawing, this feature control frame would accompany dimensional tolerances that control the feature size and position.
  • 15. 15 Geometric Characteristic Symbols A feature control frame gives information about geometric tolerances on the feature.
  • 18. 18 Demo Sketch your observations: 2 Rods: .375” diameter .750” diameter Tube with .755” hole
  • 22. 22 Circular & Total Runout Runout is specified on cylindrical parts. It is measured by placing a gage on the part, and rotating the part through 360 degrees. The total variation is recorded as the runout. • Circular runout is measured at one location. • Total Runout is measured along the entire specified surface.
  • 27. 27 Angularity Example Measuring angularity is equivalent to measuring parallelism at an angle.
  • 28. 28 Conventional (Coordinate) Tolerancing Tolerance Zone Boundary Hole Center Axis .750 + .005 2.000 + .005 .600 + .005 1.500 + .005 This dimensional tolerance controls the size of the 3 holes. The other dimensional tolerances control the positions. A .010” .010”
  • 29. 29 In the conventional tolerancing scheme, a hole center axis can reside anywhere in the square tolerance zone. The drawing may call out linear tolerances of +.005”, but... .005” .005” By how much can the hole location deviate from spec?
  • 30. 30 Geometric Position Tolerancing The Feature Control Frame is read like this: “ “
  • 31. 31 MMC vs. LMC SMALLEST HOLE SMALLEST SHAFT LARGEST HOLE LARGEST SHAFT “Maximum Material Condition” “Least Material Condition”
  • 32. 32 Tolerance Zone Size This feature control frame specifies the tolerance zone as a circle of diameter .010 at MMC, centered according to the basic dimensions given. The size of the tolerance zone is dependent on the size of the hole. A feature control frame can specify the size of the tolerance zone at MMC, LMC or RFS (regardless of feature size). MMC of hole = .250 LMC of hole = .255 Hole diameter Tolerance Zone diameter .250 (MMC) .010 .251 .011 .252 .012 .253 .013 .254 .014 .255 (LMC) .015
  • 34. 34 Does this feature meet the true position tolerance? Step 1: What can we measure?
  • 35. 35 Step 2: Calculate deviations in x and y directions. How does this compare to the basic dimensions?
  • 36. 36 22 2 yxZ += Tolerance zone, dia. = TZ Desired position Actual hole center A hole center that deviates from true position by x and y lies within a tolerance zone of diameter Z. If Z > TZ, the part is bad. Step 3: Determining the True Position
  • 37. 37 True Position and Perpendicularity This feature control frame specifies the true position tolerance of the hole with respect to 3 datum planes. The order that the datum planes are listed in the feature control frame indicates the priority of each datum. Datums B and C provide reference for the x and y position of the hole center, and datum A controls the perpendicularity of the hole axis . Referencing datum A means that the center axis of the hole must be perpendicular to datum plane A. The axis must intersect datum plane A inside the tolerance zone .010” wide tolerance zone Permissible hole axis variation -A-
  • 38. 38 Standard Fits • Standard Fits are a way of specifying a fit between a hole and a shaft. • RC (1-9) Running or Sliding Clearance Fit • LC (1-11) Locational Clearance Fit • LT (1-6) Transition Clearance or Interference Fit • LN (1-3) Locational Interference Fit • FN (1-5) Force or Shrink Fit We mention this here because it will be useful in dimension the parts of your yo-yo that must snap fit together. Ref: Marks’ Mechanical Engineering Handbook, 6th ed. McGraw-Hill.
  • 39. 39 Standard Fit Example There is a nominal diameter of 1 inch for the shaft and hole on your yo-yo. You want a class FN2 fit. What should the dimensions and tolerances be for the shaft and the hole?