Posted by chryosis on Fri Dec 19th at 12:27pm 2003
Posted by wil5on on Fri Dec 19th at 1:13pm 2003
wil5on
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Posted by ReNo on Fri Dec 19th at 1:16pm 2003
I normally find it quicker to do trial and error than bother whipping out a calculator - take an educated guess and then muck around with it until it lines up. Then once it seems to be the right angle, just use the preset alignment tools ("bottom" or "top" or whatever).
However, if you want accuracy, use the inverse tan of the vertical increase divided by the horizontal increase. So for example, if you had a slope going up 64 units, and it was a length of 128 units, then your calculation would be....
tan^-1 ( 64/128 ) = 26.565 degrees
You will need a scientific calculator to do this, although windows has one built in so you could just use that. Oh and make sure its set on degrees rather than radians.
Obviously as hammer only uses the whole number (I think? Maybe it works with decimals, its been a while since I've needed that much accuracy) it will round this off. You may want to round it yourself though, as in this case it is nearer to 27 degrees, but I've a feeling hammer just cuts off unsupported digits, therefore leaving you with the less accurate 26 degrees.
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Posted by matt on Fri Dec 19th at 2:29pm 2003
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Posted by Dr Brasso on Fri Dec 19th at 6:04pm 2003
reno's nailed it, and i have seen a tut on this somewhere...actually, i have a printout of it....
Doc B...
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Posted by 7dk2h4md720ih on Sat Dec 20th at 1:28am 2003
Posted by Wild Card on Sat Dec 20th at 1:33am 2003
| ? posted by Dr Brasso |
|
reno's nailed it, and i have seen a tut on this somewhere...actually, i have a printout of it.... Doc B... |
As do I, with Lep's funny drawings I think it was.
Matts trial and error method works great also, its what I use. I have tried both, and IMO trial and error is alot faster.
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Posted by chryosis on Sat Dec 20th at 3:55am 2003
Posted by Cassius on Sat Dec 20th at 6:19am 2003
Posted by Cash Car Star on Sat Dec 20th at 7:35am 2003
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