From Sketch to Solution: Your Introduction to Engineering Drawings
Introduction
Drawings are important for all engineering projects. They are a vital form of communication between engineers, designers, manufacturers etc. all working to a common language.
There are several ways of creating engineering drawing, however by far the most popular now is using CAD software to create a model of an object and transform this into a set of 2D drawing for communication and manufacture.
Design sketches
Before any 3D modelling takes place, sketches are a great way to initiate ideas and concepts. These could be from a client to a designer to describe their vision, or created by the designer to generate ideas. These do not need to take a formal method, but are simply sketches and ideas put onto paper.

Detailed Drawings
Detail drawings are now formal 2D drawings of a physical part. They contain information such as the actual shape of the part along with key information such as dimensions, sizes, and tolerances. Engineering detail drawings follow set standards to create a common language

Assembly drawings
Assembly drawings bring together a collection of parts to form an assembly. They show how different parts fit together and interact with each other. It would typically also include the BoM or ‘Bill of Materials’, that is a list of the parts needed to make the assembly. The main assembly drawing for a project is often referred to as a General Assembly or GA.

Page Layout
There are several international standards in use around the world for creating engineering drawings. All of them follow a similar method and way of working. Let’s take a look at British Standard BS8888. This standard sets out how a page should look, and what information is required.

Let’s take a more detailed look at the ‘title block’ at the bottom.
Some critical pieces of information that should be included in the title block:
– Scale
– General tolerances
– Sheet numbers
– Date
– Sheet size
– Issue and Revision number
– Drawn by/author
– Drawing title
– Drawing method (first/third angle projection) – more on this below
You’ll also notice a strange symbol:

This symbol means the drawing is in Third Angle Projection. We’ll explain what this means below.
Drawing Views
To turn a 3D object into 2D drawing, you have to imagine that each face of the object is projected onto a surface.

This has created a view looking at the ‘front’ of the object.
Now imagine if we do that for every face of the object like in the diagram below. We could effectively get 6 different views of the object.


Or you can think of it like a camera in different positions:

We can put these images together and we get two types of drawings, a (3D) ‘isometric view’ and the (2D) Multiviews.

First angle projection – the object is placed in the first quadrant and is positioned in front of the vertical plane and above the horizontal plane (as per below). Don’t worry too much about this as we will focus on the more commonly used third angle projection.
Third angle projection – In third angle projection, the 3D object to be projected is placed in the third quadrant and is positioned behind the vertical plane and below the horizontal plane. Unlike in first angle projection where the plane of projection is supposedly opaque, the planes are transparent in third angle projection.

A quick summary of first vs third projection is shown below:

Creating drawings
We will now only focus on third angle projection, and will create drawings using a Front view, Right side view, and Top view. (Similar to our camera example views).

When creating the drawings, you should draw the objects as you would see them from these views. However, you should imagine the object is transparent. Anything that is ‘hidden’ e.g. the hole on the shape below when seen from above is drawn using dashed lines.
Everything on the drawing should be drawn to scale and be positioned on the page so that the features line up (e.g. the green dotted lines on the image below show you that these drawings are correct
Example
Draw these two shapes from the directions given.

Image 1:

Image 2

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