Hi Mick
this is what i mean about a back bend (we call them reverse bends
cheers
Hi Shg
I am looking through it an I notice that the lengths are not the same eventhough the angles and lengths are the same (H14:H)
If the angles are the same and the lengths are the same in B, then shoudl H values not be the same(obviously minus rad and offset.
Cheers
Pardon? Provide an example.I am looking through it an I notice that the lengths are not the same even though the angles and lengths are the same (H14:H)
See attached for an example.this is what i mean about a back bend (we call them reverse bends
That's one way; the other is just to enter however many points you need.what I am looking for is a box or drop down that has 1,2,3,4,5,6,7,8,9 once thats chosen you then enter the info in the amount of boxes,
Microsoft MVP - Excel
Entia non sunt multiplicanda sine necessitate
Hey Shg
Looking good
Hi Shg
the Column H
Window segments 2 and 3 are the same length, but segment 3 has a sharper turn at its right than segment 2, so the angle of the arc is larger, so the length is shorter.
If you change the turn angle at the start of segment 4 to be the same (35 degrees), the lengths will be the same. Or change the bend radius to zero and observe that they are the same.
Microsoft MVP - Excel
Entia non sunt multiplicanda sine necessitate
Sorry,
Totally see now, didn't really understand; but do now
thanks
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If that sorts it, would you please mark the thread as Solved?
Click the Edit button on your first post in the thread
Click Go Advanced, select [SOLVED] from the Prefix dropdown, then click Save Changes
Microsoft MVP - Excel
Entia non sunt multiplicanda sine necessitate
Correction attached.
Last edited by shg; 02-22-2009 at 02:14 PM.
Microsoft MVP - Excel
Entia non sunt multiplicanda sine necessitate
Hi Shg
What corrections did you make?
stephen
Hi shg,
not sure how your legend works bend 1 bend 2 etc
please could you explain!
Thank you SO MUCH, its amazing
stephen![]()
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Hi shg,
I am not going to mark as solved just yet, have thought of some over stuff, not sure if it can be do.
will post more Monday Morning
cheers
stephen
Sorry,
Broadband is playing up
Shg are you out their?
The three points at each corner are the center and tangent points of the arc.
Microsoft MVP - Excel
Entia non sunt multiplicanda sine necessitate
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