Orthographic to Isometric Drawing | Easy Method for Beginners | Exam Problem Solved — Transcript
Full transcript
- 0:00Welcome back to Drawing Solution.
- 0:04In today's video, we are diving into the
- 0:06fascinating world of isometric drawing
- 0:08and tackling a slightly more advanced
- 0:11topic, understanding hidden lines.
- 0:15If you're new here or need a refresher,
- 0:17be sure to check out our previous videos
- 0:19on isometric drawing basics to get up to
- 0:22speed.
- 0:25In isometric drawing, hidden lines play
- 0:28a crucial role in accurately
- 0:30representing threedimensional objects on
- 0:32a two-dimensional surface. They are the
- 0:34lines that are not visible from a
- 0:36particular viewing angle, but are
- 0:38essential in understanding the complete
- 0:40structure of the object.
- 0:42Let's begin.
- 0:46Start by creating the X. The X-axis
- 0:48should be at a 30° angle from the base.
- 0:52the y-axis at 90°
- 0:56and the z-axis at 150°.
- 1:03Now, let's construct an isometric box
- 1:05with dimensions.
- 1:22height y of 8 cm,
- 1:25width x of 8 cm and depth z of 8 cm.
- 1:40[Music]
- 2:07The y-axis appears as a point from the
- 2:09top view. So, we can't measure its
- 2:11length accurately from that angle.
- 2:13However, we can determine the total
- 2:15width which is 8 cm from both views.
- 2:20Similarly, the total depth appears as a
- 2:23line measuring 8 cm from the top view
- 2:26while it seems like a point from the
- 2:27front view.
- 2:29Let's start by creating plane C
- 2:35which has a width of 8 cm and
- 2:39a height of 2 cm.
- 3:00To avoid confusion, let's name the
- 3:02parts.
- 3:05We'll call the narrower plane G and the
- 3:07wider one J.
- 3:10We can determine the distance to draw
- 3:12planes G and J from plane C by referring
- 3:14to the top view.
- 3:17Extrude plane C parallel to Z-axis and
- 3:19end at 8 cm.
- 3:40To draw plane J, move 6 cm from plane C
- 3:44and mark that point.
- 3:48Draw a perpendicular line to the Z-axis.
- 3:55Extrude the line to the desired height.
- 3:57In this case, the height is 6 cm
- 4:00according to the front view.
- 4:22From the top view, lines parallel to the
- 4:25y-axis appear as points, while lines
- 4:28parallel to the x-axis appear wider.
- 4:32We can see a partition from the top
- 4:34view. To create it, measure 2.5 cm from
- 4:38the starting point. 3 cm from that
- 4:40remaining is 2.5 cm.
- 4:48Then connect the end points of the
- 4:50extruded lines.
- 5:03Let's draw the vertical lines. According
- 5:05to the front view, they are 2.5 cm in
- 5:08length.
- 5:20Connect the end points with a line
- 5:21parallel to the X-axis and another line
- 5:24parallel to the Z-axis.
- 5:40Now let's create a rectangular hole in
- 5:42plane L which is parallel to the X-axis
- 5:45and visible from the top view. The hole
- 5:48should measure 4 cm by 4 cm.
- 5:53Move 1 cm from point A towards the
- 5:55X-axis and mark it as point B. Then
- 5:58measure for centimeters from point B to
- 6:00point C.
- 6:03Draw a line parallel to the Z-axis from
- 6:05points B to C.
- 6:09Repeat the marking process, but this
- 6:11time in the direction of the Z-axis.
- 6:13Mark points D and F.
- 6:16Draw lines parallel to the X-axis from
- 6:18points D and F.
- 6:48The depth of the rectangular hole is
- 6:50parallel to the y-axis.
- 6:53Check its dimensions from the front view
- 6:55where it should measure to centime.
- 7:01Connect the end points of vertical to cm
- 7:04line with a line measuring for
- 7:05centimeters parallel to Z-axis and
- 7:08parallel to x-axis.
- 7:16Finally,
- 7:18create the last plane which is rectangle
- 7:20with dimensions of 2 cm by 4 cm. In the
- 7:24top view,
- 7:27extrude the plane to the desired height.
- 7:29Since we gau height dimension from
- 7:31y-axis, refer the front view. Connect
- 7:34the end points to complete the drawing.
- 7:38Move to cm from point B to create it.
- 8:13That's it.
- 8:15You've successfully created an isometric
- 8:17drawing. We hope you found this tutorial
- 8:19helpful.
- 8:22Don't forget to like, subscribe, and hit
- 8:25the notification bell for more drawing
- 8:27solutions on our channel. Happy drawing.
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