Difference between revisions of "Cone bottoms for tanks"

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Desired angle ‘a’, say = 45°
 
Desired angle ‘a’, say = 45°
  
L= Square root of 2 (1.414) x R  
+
For any size cone where angla A is 45° L = Square root of 2 (1.414) x R  
  
  

Revision as of 19:26, 25 January 2012

WarningIconSmall.png This page is Work In Progress and therefore may not be complete.


This is currently a draft page for JamesRL's scrutiny.

Conebottom1.png


Forget the hole in the top for the time being so, to find length of sloping side ‘L’

Base dia ‘D’ = 570mm (typical for a 205 litre steel drum, but check before proceeding) hence base radius ‘R’ is half this = 285 Desired angle ‘a’, say = 45°

For any size cone where angla A is 45° L = Square root of 2 (1.414) x R


To address the hole in the top, use the same formula but substitute the diameter of the fitting you want to use for the base diameter, say 30mm Hence if D = 30, R will = 15

l = Square root 2 (1.414) x 15 = 21.21

We are aiming for this shape to roll into the cone,


Conebottom2.png


so we need to know the angle between the two edges (b°). We’ve already calculated L, 403mm.

The Included angle is simple to work out it's 180 x D / L

Giving us 180 x 570 / 403 = 254.59°

To fabricate a 60° cone draw a semi-circle with a radius equal to the finish diameter, for a steel drum that's 570mm. The hole at the apex is the same, use a radius the same as the finished diameter.