Original subtitles

In this lecture, we are going to create the example nine growing file attached with this lecture.

You can see here, this is the drawing that we are going to make.

Let us start.

First, I'll click on Circle and Altig, Origin is the center.

And McIsaac.

The radius of this is 30 radius 30.

And it is domy to be.

Now, let's get the other circles.

Click on Circle.

Make a circle here, select the center.

Click on the control button for multiple selection and select this horizontal axis.

Coincidence?

Now, again, I'll take this center point and select this circle.

So this also was Dick.

Coincidence?

So that point is now on this circle.

Let us give the diameter a radius double click, the radius is 15.

And a fully constrained geometries created.

Now, in the similar way, we have to clear the other three circles.

Double click on the circle.

Make a circle here.

A circle here and maybe a circle here, you can see it during creation of the circle I have created

it automatically constrain coincidence constant, which is of course useful because it is constrained

along the X axis.

Which will require to create so and so will keep that constraint, not at this point.

Select this circle.

Coincidence?

OK, let's zoom in a bit, you can see here will take this point and this axis.

Coincidence?

This point, this is.

Coincidence?

Now, this point on this Oscar coincidence and this point on the Oscar.

Coincidence?

Now, let's give the demitasse or reduce the contamination.

This is his 15.

This is 15.

And this is also 15.

Click here to read the Namgyal constraints now double click on QuickTrip.

This posture, this, this, this, this, this, this and this.

And you can see we have achieved the boundary, which is fully constrained.

Now we are going to input the internal details, which are only Sakalys.

But they said, keep it from the curriculum, come on, double click on Circle.

You can see here I can directly select the point only click when this symbol gender's, otherwise it

won't take the order constrain click a circle here.

Circle here.

So for goes on the four centers of the big circles.

We'll take this origin and the central circle.

I will give the dimensions double click on Dimensioning.

Select on the circle, the diameter of this is given as 15.

This also has a Democrat 15.

This also has a diameter of 15.

The results of huffin.

And this diameter is 36.

And you can see we have obtained a fully constrained the geometry of example, nine drawing file attached

with this lecture.