0
0.7854*r*r*h
where r- radius of coil
h is height of coil
for 3" coil volume is
0.7854*1.5*1.5*2.54*2.54*1.7/10000=2lts
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How do you calculate the length of the steel coil if PPGL coil's weight is 2.5 ton width is 914mm and thickness 0.47mm what is the length and what is the formula to calculate?
density=mass/volume 7.850=2500kg/(0.47*L*0.914) Ravindra
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How do you calculate the length of the steel coil if PPGL coil's weight is 2.5 ton width is 914mm and thickness 0.47mm what is the length and what is the formula to calculate?
density=mass/volume 7.850=2500kg/(0.47*L*0.914) Ravindra
How do you calculate the length of the steel coil if galvanized steel coil's weight is 2.5 ton width is 125mm and thickness 0.8mm what is the length and what is the formula to calculate?
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You're essentially trying to calculate the diameter of a cylinder with a hole in the middle. There are two formulas for volume which you need. Volume= Pi * r2 * h (where Pi=3.142, r = radius of the coil, h = width of the coil) Volume= Weight/Density Since both these formula equal Volume: Weight/Density= Pi * r2 * h Since the weight you have is for a cylinder with a hole in it, you need to calculate the volume of the whole cylinder (without the hole) and subtract the volume of the hole. So for a steel coil Weight/Density = (Pi * rc2 * h)-(Pi * rh2 * h) where rc= the radius of the coil and rh = the radius of the hole (Radius=diameter/2) you're trying to calculate the radius of the coil, so rearrange the formula to get: ((Weight/Density)/Pi*h) + rh2 = rc2 The diameter of the coil = 2 *rc NOTE:- It's important to keep your units of measure consistent throughout the calculation. Density is generally represented by kilograms per cubic metre (kg/m3) - for us metric users ;-) Therefore keep your coil weight in kgs and your radius / width measures in metres.
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