My mind is a little fuzzy, but I'm trying to find the volume of a cylindrical tank that is partially full. If the tank is situated like this:The tank is 10 ft in diameter by 17 ft in length...show me how to do the math if there were, say, 2 ft of water in the tank.Thanks
11/25/2013 8:47:06 AM
No need for calc
11/25/2013 9:00:36 AM
Draw a circle with r=5', and water 2' deep in the bottom. Draw a radial line to the edge of the water on both sides (5' long), and a line straight down to the surface of the water (5-2=3' long).Find the area of the whole wedge, and then subtract the area of the two triangles.Then multipy by tank length. 189 cu ft
11/25/2013 9:00:55 AM
this problem deals with what is called a horizontal cylindrical segmenthttp://mathworld.wolfram.com/HorizontalCylindricalSegment.htmlmore commonly in industry, we call it a strapping chart. i use this:http://www.odayequipment.com/Support/TankChart/tankchartcalculator.shtml
11/25/2013 9:02:55 AM
awesome....thank you
11/25/2013 9:07:02 AM
It's kind of funny that anyone would have use for an online calculator for a rectangular or cylindrical tank sitting straight up.
11/25/2013 9:08:46 AM
that site is the quickest way for me to produce a chart that i can give to operators to allow them to figure out how many gallons are in vertical cylindrical tanks.
11/25/2013 9:14:18 AM
wow
11/25/2013 9:15:51 AM
i've tried showing them a formula, explaining pi*r^2*h, etc., but they always just want a strapping chart. they think this shit is black magic or something. the chart is what they're used to and they don't want to learn. i quit fighting the battle and just plug the numbers in there and hand them a chart.
11/25/2013 9:19:56 AM
I was saying wow to the OP, wow at this thread. Anytime we have to do rigging for anything those guys just use tank strapping tables too, they are usually provided from the manufacturer along with the weight of the tank. (lots of tank removals in the remediation business)
11/25/2013 10:10:11 AM
You're surprised at a math question?
11/25/2013 10:11:57 AM
NeuseRvrRat said:
11/25/2013 2:23:50 PM
tank in the picture is much longer than 17 feet
11/25/2013 2:48:42 PM
The tank pictured is not the actual tank...and dtownral can suck my left nut
11/25/2013 7:41:01 PM
This is easy. The volume of the tank does not change if there is 2 ft of water in it. You're welcome.
11/25/2013 7:42:19 PM