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Compound curve solution


Coosbaylumber

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How do I...

 

How do I construct a sort of compound curve using Autocad?

 

What I got is a circle or arc of about R=6. A node or endpoint about 5-6 units away from the center. I want a curve of R=10 to create an arc to go through the endpoint, and be tangent to the arc too. I can visualize it, but cannot draft it.

 

Now, I realize that there are a few possible solutions, but only one applies. I tried using the 2P function on curves, but instead of being tangent to the curve it comes up at a right angle to it. I can draw a tangent solution within a couple of seconds, but a curve?

 

Due to wrong soultions, I used to have a solution to this that involved drawing a few offset lines, but cannot remember how that was as I used it so seldom.

 

If I got 4-6 solutions, could I then delete or pick the one I preferred?

 

Wm.

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Is this what you're asking about?

 

[ATTACH]11571[/ATTACH]

 

 

 

 

Your PDF is difficult to see but....

 

The endpoint B=PT has coordinates fixed. Cannot be altered.

The endpoint A=PC has coordinates fixed. Cannot be altered.

 

 

R-2 is 10 units. Of any bearing.

 

R-1 is of 6 units. Known bearing.

 

Delta 1 and Delta 2 are unknown.

 

The bearing to center of R-1 is known, the bearing of tangent is known.

 

The bearing to center of R-2 is unknown, the bearing of tangent to circle (arc) R-2 is unknown. This sort of makes the tangent line a broken-back.

 

The bearing of line O2 to PCC is unknown, but lengths along this line known.

 

 

Wm.

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One method would be as shown in the attached images. The one step that is not AutoCAD friendly is offsetting a 6 radius circle 10 towards the inside. Requires some math.

Method1.jpg

Methos2.jpg

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  • 3 years later...

I have a similar inquiry but it's a 3-centered compound curve. Why AutoCAD or Civil 3D doesn't provide a valid tool to do this quickly is beyond me. Would be worth the price of "admission" if you know what I mean.

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