Original subtitles

In this lecture, we are going to see how to remove a constraint given to object.

Also, we are going to discuss about various colors that you are going to get during the constraining

process.

As you can see here, we have a sketch that we have developed in the last video.

Yeah, we have given various types of constraints, dimentia constraints and geometrical constraints.

For removing a dimensional constraints, you have to just select the dimension.

But as the delete key on the keyboard, two deleted.

If you want to remove a geometrical constraint.

You can see this is a coincidence symbol.

This is a vertical symbol.

If you want to remove this constant constrain, select on the symbol and delete it.

When I move, you can see.

It is no more coinciding with the vertical axis.

Also, you can see this dimension as we have removed.

You can move this top line.

Because it is not constrained.

So this is how you can remove a constraint.

Let me undo you can use the control to undo or you can also select this icon.

So the white color of the object indicates it is under constrained, that is you have to apply a constraint.

Green color indicates it is fully constrained.

You need not apply any more constraint.

But what if you have applied some constraint which is not required and it is extra, you can see.

Of big dimension.

And click on this link to give the same dimension again, you can see here this Vialet column dimensioned

indicates it is over constrained.

That is the that has been repeated again, so I have to click this.

And delete any one of them and delete it dimension.

Maybe I'll give a dimension from this corner to this corner.

You can see here as this is a new dimension that I have applied, so it is showing the sprinkler to

indicate that this is over constrained dimension, that is, this dimension need not be given.

And the use of this dimension is affecting this dimension and this dimension and the lines attached

to it.

So we have to delay this, selecting the dimension and deleted.

So this is over constraining, that is giving dimensions which are extra.

Which we should not give now, let us see here, this is 100 dimension length and this is 20, 20,

20, 20.

So automatically this line is 20 select on the dimension and click here, you can see.

The entire thing is becoming pink, this indicates the use of this dimension has created over concern

for all these dimensions which are in pink color and of course, all the geometry that has been given

a color pink.

So I'll select any one of these dimensions and you can select any dimension.

Maybe this dimension also you can select and delete.

And the figural constable.

So this is overconsume.

Nalty, inconsistent geometry supples here.

From this line to this line, we have given a list of 100 what if I select this line, use the control

key for multiple selection, select this line.

And I'll get you to go inside the lines, I coincidence?

Click on, OK, you can see this maroon color indicates this is inconsistent geometry.

And this finkelhor indicates it's overconsuming.

Inconsistency means we have given a list of 100.

But at the same time, we are giving a dimension from year to year as zero also to say it is coinciding,

which is actually making the entire structure unstable because it is not able to give these dimensions

anymore to these particular lines.

And the interferer is getting strength and fit on to this horizontal line.

So this is an inconsistency which we have to remove.

So for removing the constraint, you can see I have a constraint here, which is coincide with the horizontal,

when you select, you can analyze and select which constraint actually you want to remove.

When I select this coincidence, you can see.

Here, this incident and this coincidentally little support of this when we have considered this constraint

has been created.

So now just delete this and you can see our finger is not stable.

So we have seen so many colors you can get, but you have to analyze and make that figure.

Green.