What is the formula to calculate the height of fluid in cylinder if the volume of fluid is known, and the length and diameter of cylinder is known?
Kindly help please!
volume = area of base * height
V = pi r^2 h
but r = D/2
V = pi (D^2/4) h = (pi/4) D^2 h
actually there is another issue i don't have angle to find out volume of fluid, now i have height,weight,diamter of cylinder and need to find height of fluid?
Kindly help damon
What angle?
What is density of fluid?
i think volume can be calculated by mass/density?
I think i got it kindly confirm please ! and thank you so much
To calculate the height of fluid in a cylinder, given the volume of the fluid and the length and diameter of the cylinder, you can use the following formula:
Height = (4 * Volume) / (π * Diameter^2 * Length)
Here's a step-by-step explanation of how to derive this formula:
1. Start with the formula for the volume of a cylinder: Volume = π * (Diameter/2)^2 * Length. This formula calculates the volume based on the diameter and length of the cylinder.
2. Rearrange the equation to solve for height: Height = Volume / (π * (Diameter/2)^2). This equation gives you the height of fluid needed to fill the given volume.
However, the diameter in this formula refers to the inner diameter of the cylinder. If you have the outer diameter, subtract twice the thickness of the cylinder walls from the outer diameter to obtain the inner diameter.
So, to summarize, the formula to calculate the height of fluid in a cylinder is:
Height = (4 * Volume) / (π * Diameter^2 * Length)
Remember to use the inner diameter when plugging in values in the formula.