Free original lessons

Draw a Eucalyptus Tree: Sickle Leaves and Peeling Bark

Learn to draw a slender eucalyptus trunk with tapered branches, curved sickle leaves, and peeling bark strips using a clear, checkable convention.

Free lesson
Four exercises
Worked answers

Object Drawing Lessons

Eucalyptus trees are recognized by three features: a slender, often slightly leaning trunk; long, curved sickle-shaped leaves that hang rather than spread; and bark that peels in vertical strips to reveal lighter layers beneath. This lesson teaches a drawing convention for those features. The convention is not a single correct style: leaf curvature, bark strip width, and trunk taper can vary, but each must be deliberate and measurable against the drawing's own proportions. Work on smooth paper with a graphite pencil for layout, then add detail with a darker pencil or fine pen. Keep all measurements in the same unit, such as centimeters, and label any numerical example as hypothetical.

Practice materials: Printable downloads are not available for this lesson yet. Use the instructions and four exercises below.

Set the slender trunk and branch layout

Begin with a light vertical guide for the trunk. A eucalyptus trunk is typically tall relative to its width; for this lesson, a hypothetical trunk height of 18 cm and a base width of 1.2 cm gives a ratio of 15 to 1. Mark the base width, then taper the trunk to about 0.5 cm at the first major branch point. The taper should be gradual, not stepped.

Add two or three main branches that rise at shallow angles, then curve outward. Keep branch widths proportional: a branch about half the trunk's base width at its join, narrowing to a third of that at its tip. Mark leaf attachment points along the outer third of each branch. These points are where sickle leaves will hang.

  1. Draw a light vertical guide and mark the trunk base width.
  2. Taper the trunk gradually to the first branch point.
  3. Add two or three shallow-angled branches that curve outward.
  4. Mark leaf attachment points along the outer third of each branch.

Construct sickle leaves with a consistent curve

A sickle leaf is a long, narrow leaf whose two edges curve in the same direction, like a crescent. Define the convention: each leaf has a central curve line, a width at its widest point, and a pointed tip. The curve should be gentle, not a full hook. For a hypothetical leaf 4 cm long, a width of 0.6 cm at the middle and a tip offset of 1 cm from the straight line between base and tip gives a clear sickle shape.

Draw leaves in clusters of three to five, hanging downward or outward from the attachment points. Vary the curve direction slightly between clusters so the tree does not look mechanical. Overlap is allowed, but keep at least one full leaf visible per cluster so the sickle shape can be checked.

  1. Draw a central curve line for each leaf, then add the two edges.
  2. Keep the widest point near the middle and taper to a pointed tip.
  3. Group leaves in clusters of three to five at attachment points.
  4. Vary curve direction slightly between clusters.

Add peeling bark strips and final contrast

Peeling bark is shown as vertical or slightly diagonal strips that separate from the trunk surface. Define strip width as a fraction of trunk width: for a trunk 1.2 cm wide, strips of 0.2 to 0.4 cm are readable. Draw strips as long, narrow shapes with one edge attached and the other curling away. Leave gaps between strips to show the lighter layer beneath.

Use darker pencil or pen for the strip edges and the shadow side of the trunk. Keep the lighter layer mostly blank or lightly shaded. Check that strips follow the trunk's taper and do not cross branch joins. The final drawing should show at least three distinct bark strips and at least two leaf clusters with visible sickle curvature.

  1. Draw vertical or slightly diagonal strips along the trunk.
  2. Curl one edge of each strip away from the trunk surface.
  3. Leave gaps to show the lighter layer beneath.
  4. Darken strip edges and the shadow side, then check strip and leaf counts.

Worked example

A drawing shows a trunk 16 cm tall and 1.0 cm wide at the base, tapering to 0.4 cm at the first branch. One leaf is 3.5 cm long with a widest width of 0.5 cm and a tip offset of 0.8 cm. Is the leaf a valid sickle under the lesson convention?

Worked answer

Yes. The leaf is long and narrow, its widest point is near the middle, and the tip offset is about 23 percent of its length, which gives a gentle sickle curve. The trunk taper is gradual from 1.0 cm to 0.4 cm over 16 cm, which is consistent with the slender-trunk convention.

Four practice exercises

Exercise 1

A trunk is 20 cm tall and 1.4 cm wide at the base. It tapers to 0.5 cm at the first branch. Calculate the base-to-top width ratio and state whether the taper is gradual enough for the lesson convention.

Show answer and check

The ratio is 1.4 to 0.5, or 2.8 to 1. The taper is gradual because the width decreases steadily over the full height without a step.

Why: Divide the base width by the top width: 1.4 divided by 0.5 equals 2.8. A gradual taper means the change is spread along the trunk, not concentrated at one point.

Check: Measure the drawn trunk at three heights and confirm the widths decrease in order without a sudden jump.

Exercise 2

A leaf is 5 cm long. Its widest width is 0.7 cm, and its tip is offset 1.2 cm from the straight line between base and tip. Is the tip offset within the gentle-sickle range described in the lesson, where the hypothetical example used about 20 to 25 percent of leaf length?

Show answer and check

Yes. The offset is 1.2 divided by 5, which is 24 percent, within the gentle-sickle range.

Why: Convert the offset to a fraction of leaf length: 1.2 divided by 5 equals 0.24, or 24 percent. The lesson's hypothetical example used about 23 percent, so this is comparable.

Check: Draw the straight base-to-tip line and measure the perpendicular offset at the tip; divide by leaf length.

Exercise 3

A trunk is 1.2 cm wide. Using the lesson's hypothetical strip range of 0.2 to 0.4 cm, how many strips of 0.3 cm width could fit side by side across the trunk if there were no gaps?

Show answer and check

Four strips of 0.3 cm fit across 1.2 cm, because 1.2 divided by 0.3 equals 4.

Why: Divide trunk width by strip width: 1.2 divided by 0.3 equals 4. In practice, gaps are required, so fewer than four strips should be drawn across the full width.

Check: Measure the trunk width and one strip width with the same ruler, then divide and compare with the drawn strip count.

Exercise 4

A branch joins the trunk at a point where the trunk is 0.8 cm wide. The branch is drawn 0.4 cm wide at the join and 0.15 cm wide at its tip. Does this match the lesson's proportional guidance that a branch is about half the trunk width at the join and narrows to about a third of that at the tip?

Show answer and check

Yes. The join width is 0.4 cm, which is half of 0.8 cm. The tip width is 0.15 cm, which is close to one third of 0.4 cm, about 0.13 cm.

Why: Half of 0.8 is 0.4. One third of 0.4 is about 0.13, and 0.15 is close enough for a hand drawing.

Check: Measure the trunk at the join, the branch at the join, and the branch at the tip; compare the ratios.

Common mistakes

Self-check rubric

Questions and answers

Must every leaf curve the same way?

No. The convention requires a clear sickle curve, but direction can vary between clusters. Check that each leaf's two edges curve in the same direction.

How wide should bark strips be?

Use a fraction of the trunk width. For a hypothetical 1.2 cm trunk, 0.2 to 0.4 cm strips are readable. Measure your own trunk and choose a consistent fraction.

Can I use a pen instead of pencil?

Yes. Use pencil for layout and pen for final contrast. The convention and checks remain the same.

How many leaves should a cluster have?

Three to five is a practical range. Keep at least one full leaf visible per cluster so the sickle shape can be checked.

Worksheet preview

Full printable sheet preview

Fit-to-screen preview. Download the PDF to print at actual size.