Basic construction lec1
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Transcript of Basic construction lec1
Lecture 1 Sunday, 09 September 2012 1
ENGINEERING GRAPHICS1E9
Lecture 1: Introduction
Lecturer: Dr. Bidisha Ghosh ([email protected])
Course Structure
• Hand Drawing (part 1) -Dr. B. Ghosh
• Hand Drawing (part 2) -Dr. G. O’Donnell
Graphics
• AutoCAD-Dr. S. Pavia
CAE
Assessment• Examination: 75% of the overall mark
– 3 sections (A, B and C)
– 2 questions per section
– 3 questions to be answered, one from each section
• Dr B. Ghosh : Sections A and B
• Dr G. O’Donnell : Section C
• Labs 25% - assessed by coursework
– 10 % AutoCAD
– 10% D.O. Tutorials Dr B. Gosh
– 5 % D.O. Assignment Dr G. O’Donnell
Time Table Lecture
Mon
10-11 a.m.
Drawing Office practicals (AutoCAD laboratories for wks 11-12)
Mon 2-5 p.m. (group C) Tues 2-5 p.m. (group D) Wedn 2-5 p.m.( group A)
Fri 9 a.m.-12 noon (group B)
Semester 1
Wk 1 Mon 28th Sept
BG
-
Wk 2 BG BG
Wk 3 BG BG
Wk 4 BG BG
Wk 5 Holiday -
Wk 6 GO’D GO’D
Wk 7 Reading wk Reading wk
Wk 8 GO’D GO’D
Wk 9 BG BG
Wk 10 SP -
Wk 11 SP SP
Wk 12 SP SP
BG - Hand drawing I- Dr Bidisha Gosh
GO’D - Hand drawing II- Dr Garret O’Donnell SP - Autocad – Dr Sara Pavía
See JF timetable for venues
Lecture 1 Sunday, 09 September 2012 5
Syllabus – Hand Drawing 1
• Basic Construction
• Orthographic Projections
• Isometric Projections
• Auxiliary Views
• Perspective
Lecture 1 Sunday, 09 September 2012 6
Evaluation
• Examination (Sections A & B)
(2/3 of the total examination marks)
• Continuous Assessment
(10% of the total course marks)
– four drawing office tutorials
Lecture 1 Sunday, 09 September 2012 7
Aim of the Course
• Knowledge of engineering drawing instruments
• Understanding and interpretation of technical drawings
• Ability to develop projections of a 3D object
Lecture 1 Sunday, 09 September 2012 8
Reference Books• Technical Draughtsmanship
By Eanna O’Broin
• Engineering Drawing with Worked Examples
By M.A. Parker & F. Pickup
• Technical Drawing
By F. E. Giesecke, A. Mitchell,H. C. Spencer, I. L. Hill, J. T. Dygdon,J. E. Novak
Lecture 1 Sunday, 09 September 2012 9
Waterfall
M. C. Escher
Technical drawing is the language of engineers and designers
Lecture 1 Sunday, 09 September 2012 10
Topics of Interest
•Drawing Instruments
•Lines
•Dimensioning
•Basic construction
Lecture 1 Sunday, 09 September 2012 11
1. Drawing Board
DRAWING INSTRUMENTS 1
Lecture 1 Sunday, 09 September 2012 12
DRAWING INSTRUMENTS 2
A Series Formats (mm)
A0 841 1189
A1 594 841
A2 420 594
A3 297 420
A4 210 297
A5 148 210
A6 105 148
A7 74 105
2. Drawing Sheets
Lecture 1 Sunday, 09 September 2012 13
DRAWING INSTRUMENTS 3
•Layout of a Drawing Sheet
Lecture 1 Sunday, 09 September 2012 14
• Tee square/ Drafting Machine
DRAWING INSTRUMENTS 4
Lecture 1 Sunday, 09 September 2012 15
• Set squares (a pair)
DRAWING INSTRUMENTS 5
Lecture 1 Sunday, 09 September 2012 16
• Irregular/ French curves
DRAWING INSTRUMENTS 6
Lecture 1 Sunday, 09 September 2012 17
• Compasses
• Divider
• Protractor
• Ruler/Scale
• Pencil, Eraser
DRAWING INSTRUMENTS 7
Lecture 1 Sunday, 09 September 2012 18
TYPES OF LINES
• 3 Main Types
DRAWING LINES 1
Lecture 1 Sunday, 09 September 2012 19
• Lines to aid understanding
DRAWING LINES 2
Lecture 1 Sunday, 09 September 2012 20
DIMENSIONING 1
Dimension Lines (DL)
Position of DL
Lecture 1 Sunday, 09 September 2012 21
DIMENSIONING 2
Alignment of DL DL of Small Features
Dimensioning Angles Dimensioning Circles
Lecture 1 Sunday, 09 September 2012 22
DIMENSIONING 3
Lecture 1 Sunday, 09 September 2012 23
DIMENSIONING 4
Correct Practice of Dimensioning
Drawing should only carry dimensions needed to manufacture
Lecture 1 Sunday, 09 September 2012 24
Drawing Parallel Lines
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 25
Drawing Perpendicular Lines
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 26
Bisection of A Line
1. Place your compass point on A and stretch the compass MORE THAN half way to point B.
2. With this length, swing a large arc that will go BOTH above and below segment AB.
3. Without changing the span on the compass, place the compass point on B and swing the arc again. The new arc should intersect the previous one above and below the segment AB.
4. With your scale/ruler, connect the two points of intersection with a straight line.
5. This new straight line bisects segment AB. Label the point where the new line and AB cross as C.
6. Segment AB has now been bisected and AC = CB.
DRAWING LINES
A B
Lecture 1 Sunday, 09 September 2012 27
Divide A Line into Multiple Sections
1. From one end of the given line AB (say, A) draw a line AC at a convenient angle
2. Using a scale/ruler divide the BC into the required number of parts making them of any suitable length.
3. Join the last point on line AC (say, C) to B
4. Draw construction lines through the other points on the line AB which are parallel to CB
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 28
Bisection of An Angle
1. Place the point of the compass on the vertex of angle BAC (point A).
2. Stretch the compass to any length so long as it stays ON the angle.
3. Swing an arc with the pencil that crosses both sides of angle ABC. This will create two intersection points (E and F) with the sides of the angle.
4. Place the compass point on E, stretch your compass to a sufficient length and draw another arc inside the angle -you do not need to cross the sides of the angle.
5. Without changing the width of the compass, place the point of the compass on F and make a similar arc. These two small arcs in the interior of the angle should be crossing each other.
6. Connect the point of intersection of the two small arcs to the vertex A of the angle with a straight line.
7.
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 29
Find the Centre of an Arc
1. Select three points A, B and C on the arc and join AB and BC
2. Bisect AB and BC.
3. Fine the intersection point of the bisecting lines/bisectors. That is the centre of the arc.
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 30
Inscribe a Circle in a Triangle
1. Bisect angle ABC and angle BAC.
2. Fine the intersection point of the bisecting lines/bisectors. That is the centre of the circle.
3. The radius of the circle is the length of a perpendicular line on any of the sides of the triangle drawn from the centre of the circle.
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 31
Circumscribe a Circle on a Triangle
1. Bisect sides AC and BC.
2. Fine the intersection point of the bisecting lines/bisectors. That is the centre of the circle.
3. The radius of the circle is the length of a line joining any one of the vertices of the triangle to the centre of the circle.
DRAWING LINES
Lecture 1 Sunday, 09 September 2012 32
Notes for Tutorials
• The tutorials start next Monday in drawing office in
museum building
• Each tutorial is worth 2.5%
• Bring your own drawing instruments
• Drawing sheets will be provided
Students will not be allowed in the tutorial without
instruments