Uploaded by Melinda SpencerCrabbe (San Gorgonio HS)

Isometric Sketching Resource

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Isometric Sketching
Isometric Sketching
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Isometric Sketching
An isometric view
is used to realistically represent an object and
communicate details that are difficult to describe in words. When an
isometric view is drawn by hand, we call it an isometric sketch. In an
isometric sketch, the object appears three-dimensional—three sides
of the object are shown, and the size and location of features on the
object are proportional to the real thing.
Notice in the isometric view of
the cube in Figure 1 that three
sides are visible. The primary
dimensions in an isometric view
are labeled—width, depth, and
height. The width and depth lines
are oriented at a 30-degree
angle from horizontal, as shown.
If you measure the width, depth,
Figure 1. Isometric View of a Cube
and height of an object in an
isometric view, the
measurements will reflect the proportions of the real object.
The orientation of the sketched object in your isometric view is
important. Because only three sides of the object are visible, you
should orient (turn the object in the sketch) so that as much
information as possible is shown on the three visible sides. In this
course, we will always orient the object in an isometric sketch so that
the front of the object is turned toward the lower-left corner of the
drawing, as shown in Figure 1.
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Isometric Sketching
Note: Learn more about identifying the front of an object and
choosing the best isometric orientation in the Isometric View
Orientation resource.
Isometric Sketch Characteristics
Sketch appears three-dimensional because three sides are
shown
All principal dimensions (width, depth, and height) are
represented in true proportion
Width and depth lines are drawn at 30 degrees from the
horizontal lines
All height lines are vertical
The shapes of the object faces are distorted (not represented as
true shapes)
Figure 2. Isometric Sketch Example
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Isometric Sketching
Developing realistic sketches requires a sense of proportion. You must
accurately represent the size, angles, and other spatial relationships of the
real object.
Note: Isometric graph paper can make sketching isometric views
easier. The width and depth grid lines are oriented at the correct 30degree angle, and the grid spacing helps you correctly represent
lengths along the three primary axes so that proportions are
accurate.
Isometric Sketch Example: Form 1
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Isometric Sketching
Figure 3. Isometric Sketch of Form 1
Isometric Sketch Example: Form 2
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Isometric Sketching
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Isometric Sketching
Figure 4. Isometric Sketch of Form 2
Scale
Isometric pictorials are drawn in proportion so that the relationships
among the size, shape, and position of the different parts of an object are
accurately represented. If we represent an object in a drawing using the
actual size and shape of the object, we say that the drawing is full scale.
So, if you create a full-scale drawing of a 2-inch cube, you draw each
edge of the cube 2 inches long.
We often reduce the size of an
object in a drawing when the object
is large, or enlarge the object in a
drawing if the object is small. For
example, the chair as represented
in the isometric sketch in Figure 5 is
much smaller than the real chair, but
the size and shape in the drawing is
proportional—it resembles the real
chair. If we reduce or enlarge the
size of the object in a drawing, we
refer to the drawing as a scale (or
scaled) drawing.
Figure 5. Scaled Isometric Sketch
To draw a scaled drawing or sketch,
we use a ratio to indicate the amount by which the drawing is enlarged or
reduced. The scale of a drawing is shown on the drawing and is often
represented as a pair of numbers separated by a colon.
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Isometric Sketching
drawing size : actual size
1:5
The first number represents the length of the object as shown in the
drawing, and the second number represents the actual length of the
object. We can also think of this ratio as a fraction, 1/5 .
The scale of the scaled drawing of the chair (Figure 5) is 1 : 5, which
means that if you measure the height of the seat on the chair in the
drawing as 3.5 inches, the height of the real chair seat is five times that
length, or 17.5 inches (= 5 x 3.5 inches).
Scaling a Sketch
You can create a sketch that is larger or smaller than the actual object by
scaling the sketch. One way to scale a sketch is to use grid paper, but
assign a grid spacing different than the actual measurement between grid
lines.
The grid lines on the isometric graph paper provided should be spaced at
approximately 1/4 inch. However, if we assign a grid spacing of 1/2 inch
for our sketch (even though we know the lines are actually spaced at 1/4
inch) the sketch will appear smaller than the object. Conversely, if we
assign a grid spacing of 1/8 inch, the drawing will be larger than the real
object.
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Isometric Sketching
Scaling a Sketch Example
Using 4 x 4 graph paper (that is, 4 grids per inch in both directions),
assign a grid spacing of 1/2 inch.
If an edge on the real object is 3 inches long, you will sketch the
edge 6 spaces long.
You can verify this mathematically by: (6 spaces)(1/2 in./space) = 3 in.
If you measure the line on the graph paper with a ruler, the line will
measure 1.5 inches long. Therefore, the scale of the drawing is:
Isometric Sketch Example: Scaled Form 3
A scaled isometric sketch of Form 3 is shown in Figure 6 on isometric
graph paper. The actual form is constructed of six 1-inch cubes.
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Isometric Sketching
Figure 6. Scaled Isometric Sketch of Form 3
RESOURCES
Isometric Graph Paper
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Isometric Sketching
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