Ellipse – Trammel method

Slides:



Advertisements
Similar presentations
Graphic Communication
Advertisements

Isometric Drawing Part 1
Year 8 Design Technology 2 Point Perspective. Introduction Two point perspective is a 3D drawing with a horizon and two vanishing points. By using your.
THE ELLIPSE. The Ellipse Figure 1 is ellipse. Distance AB and CD are major and minor axes respectively. Half of the major axis struck as a radius from.
Packaging Design: Net This net is for an octagonal based prism. As with all technical drawings, the equipment goes a long way in helping you to draw a.
Shawlands Academy Department Of Technical Education
Solid Cylinder cut at an angle Drawing Abilities Teacher © J Lewis 2004.
Module 4: Isometric Drawing
Cylinders.  Cylinders are shapes that have a circular cross section and a depth.  They are used in shapes of bottles and their developments are used.
 Divide your paper horizontally at one third from the top and mark two vanishing points at each end of the line.
How to Draw Faces The following slide show will demonstrate in step by step instructions how to draw a face. Do not be disheartened if you do not get.
3 rd Angle Projection A 3 rd Angle projection is a 2D drawing of a 3D object. It shows three views the side, plan and end view. The side view is drawn.
Tech Ed Dept Technical Drawing Stuarts Draft High School
Hexagons & Hexagonal Prisms. Hexagons Hexagons are 6 sided shapes. Hexagons can be dimensioned in 2 different ways. 1. Across the faces. 2. Across the.
Aberdeen Grammar School Isometric Views. Isometric Drawings Lengths and breadths are drawn at 30° to the horizontal. Heights are drawn vertically. All.
PLANOMETRIC VIEW OF A KITCHEN.
Pyramid Construction Pyramids Square Rectangle Hex Cone.
How to Sketch a Horizontal Line
Problem: A vertical cone, base diameter 75 mm and axis 100 mm long,
Coatbridge High School Tangency 2 Lines A Curve Tangential to 2 Lines Draw two arcs with the centre on the lines Draw two lines parallel to the other.
Graphic Communication
Reflection in Plane Mirrors Objectives: Investigate reflection in plane mirrors Verify the “1st Law of Reflection” Compare image location to object and.
Isometric Drawing - Trammel Method
PICTORIAL DRAWINGS.
Projection of Planes Plane figures or surfaces have only two dimensions, viz. length & breadth. They do not have thickness. A plane figure, extended if.
Freehand Two Point Perspective Drawing Abilities Teacher © J Lewis 2004.
17/02/03Designed by Barry Forbes Graphic Communication Hexagons & Hexagonal Prisms.
How Do We Construct a Topographic profile? Objective: To accurately construct a profile along any two points on a contour map.
Graphic Communication
J.Byrne Sofa Table Course work 12/13 J.Byrne
Menu Interpenetration The drawing shows the part Plan and part Elevation of an interpenetration between two cylinders. Draw :- The completed Elevation.
Graphic st aidans high AUXILIARY PLAN.
2-Point Perspective What does two-point perspective look like?
Auxiliary Plan Two views of a coat hook are shown below. The coat hook is made from Ø40mm aluminium bar and is fixed to the wall through a Ø4mm hole.
Hexagons & Hexagonal Prisms.
Assignment D5.  There are two types of constraints  Dimensional Constraints – You already know how to do  Show Size & Location  Geometric Constraints.
3 rd Angle Projection A 3 rd Angle projection is a 2D drawing of a 3D object. It shows three views the side view is drawn first. The plan view is drawn.
Design and technology st aidan’s high A pictorial sketch of a wall lamp is shown. The shade is in the form of a cut cone. Draw, from the given.
INTRODUCING WHAT IS IT ? SEE SOME EXAMPLES HOW DO YOU DO IT ? EXERCISES.
Isometric Views.  Lengths and breadths are drawn at 30° to the horizontal.  Heights are drawn vertically.  All sizes are drawn to their exact sizes.
Cones.  Cones are shapes that have a circular base and come to one point at the top.
Cones. Cones are shapes that have a circular base and come to one point at the top.
Data Representation: Making Tables & Graphs. Data Tables.
1 SheetCourse: Engineering Graphics 1504Memorial University of Newfoundland Engineering Graphics 1504 Lecture 2 – General Sketching Objectives l Lines.
PERSPECTIVE DRAWING. Step 1 Quarter the page as shown with light lines. Where the middle line touches the border mark two points - these are called....
Christmas Maths and Art Aim: to understand how to create a geometrical curve using straight lines only and apply the technique to design and sew a Christmas.
Isometric Circle using the Ordinate Method
Draw the plan and the elevation of the cylinder, leaving 30mm between views Ø 40.
PICTORIAL DRAWINGS.
Graphic Communication
Isometric Circle using the Ordinate Method
Solid Cylinder cut at an angle
CURVES IN ENGINEERING.
A review of basic terms and techniques
Graphic Communication
Auxiliary Views & Development
Drawing Profiles.
Drawing a still life jug Step by step
Grand Prix Racing Circuit
Syllabus Introduction to drawing Dimensions and scale
How can a Topographic Profile be Constructed?
You might want to start your title ‘A graph to show....’
Unit 36 Constructions and Enlargements
LEARNING OBJECTIVES : To understand how to estimate depths in one point perspective To understand how to find the centre of an object in one point perspective.
Creating Sheet Metal Pattern
Topographic Maps.
Graphic Communication
Graphic Communication
Creating Simple Op Art Follow the steps below to create a simple op art design in the box below. Now draw vertical lines through the lines. Make the lines.
Adding angle dimensions to drawings
Presentation transcript:

Ellipse – Trammel method An Ellipse is a squashed circle sometimes called an oval. There are a number of ways to produce one this presentation deals with the trammel method.

Page Layout - 1cm Border 1cm Name Block 2cm Indent

Draw in construction lines a cross which divides your page into quarters. Measurements are give below for use on A3 paper. 13cm – 130mm 19cm – 190mm

Measuring out from the centre of the of the cross mark the 4 points shown using the dimensions given. 12cm - 120 18cm – 180mm 18cm – 180mm 12cm - 120

Position the trammel on top of the horizontal axis so that the end corner touches point A. Label this mark number 1 1 A B Draw an arrow on the trammel indicating the corner touching point A. Draw a mark on the trammel to indicate the vertical centre line at point B.

C Position the trammel next to the vertical axis so that the corner with the arrow indicates point C. 1 Label this mark number 2. 2 A B Draw a mark on the trammel to indicate the horizontal centre line at point B.

Pivot the trammel so that marks 1 and 2 stay on the vertical and horizontal axis. Mark with a small dot at the corner of the trammel with the arrow 2 1

As you pivot the trammel mark 2 will slide along the horizontal axis and mark 1 will slide up the vertical axis towards the centre. Each time you pivot and slide the trammel, mark a small dot at the corner with the arrow. 2 1

The closer the dots are together the easier they will be to connect to construct the ellipse. 2 1

2 1

2 1

2 1

2 1

When the trammel is lying parallel with the horizontal axis you will have completed a quarter of the ellipse. 2 1

To begin the next quarter of the ellipse you repeat the process of sliding and pivoting the trammel and marking with a dot at the corner with the arrow. 2 1

This time mark number 1 will move up the vertical axis and mark number 2 will slide along the horizontal axis back towards the centre. 2 1

Remember the closer your dots are together the easier they will be to join when you draw in the ellipse. 2 1

2 1

2 1

2 1

2 1

You will have completed the second quarter of your ellipse when the trammel lies parallel with the horizontal axis and mark number 2 is in the centre. 2 1

Using the same techniques of slide, pivot and mark, complete the full ellipse. 2 1 Remember marks 1 & 2 on the trammel must be on the vertical and horizontal axis at all times for the ellipse to be accurate.

When your ellipse is fully mapped in dots you can very carefully connect them using a light construction line.

It is important that you try to keep the ellipse curve as smooth as possible

The shape of the curve will change as you move around the path of the ellipse

When you have produced a smooth clean full ellipse you will need to carefully draw over your construction line with a fine line black pen