janomat...
Since your question asked if there were a formula to determine
the outside diameter of the roll, it seemed to me that providing
you with the formula might be more satisfactory than simply
giving you the answer, so I had a look at the source code for
the online calculator provided by my colleague palitoy-ga, and
was able to translate it for you:
The source code was:
outside = Math.sqrt(((48 * length * thickness)/Math.PI)
+ Math.pow(inside,2))
Translation:
outside diameter -in inches- = the square root of:
{[(48 x length -in feet- x thickness -in inches-)/pi] + [inside
diameter -in inches- squared]}
length = 1500 meters = 4921.25984 feet
thickness = .3 millimeters = .0118110236 inches
inside diameter = 20 inches
So, the square root of:
{[(48 x 4921.25984 x .0118110236)/pi] + [20^2]} =
{[(2790.005573374666752)/3.14159] + 400} =
888.0871066481198221282853586878 + 400 =
1288.0871066481198221282853586878
The square root of which is 35.889930435264426994886364385512
or 35.89 inches.
Please do not rate this answer until you are satisfied that
the answer cannot be improved upon by way of a dialog
established through the "Request for Clarification" process.
A user's guide on this topic is on skermit-ga's site, here:
http://www.christopherwu.net/google_answers/answer_guide.html#how_clarify
sublime1-ga
Searches done, via Google:
1500 meters in feet
://www.google.com/search?q=1500+meters+in+feet
.3mm in inches
://www.google.com/search?q=.3mm+in+inches |