Formula for calculating the volume of elliptical head horizontal storage tank

Oval head horizontal storage tank is a common container for storing liquids, and its volume is calculated as follows:

v = 4 d l 1 - d l) where v is the volume of the tank, d is the diameter of the long axis of the elliptical head, and l is the length of the tank.

The derivation process of this formula is complex and requires mathematical knowledge such as the area formula and integration of the ellipse. To put it simply, the shape of the elliptical head can be seen as consisting of two semicircles and a rectangle, so the volume of these three parts needs to be calculated separately and then added together to obtain the total volume.

It should be noted that in the formula is the ratio of the diameter of the minor axis of the elliptical head to the diameter of the major axis, also known as ellipticity. Different ovality corresponds to different elliptical shapes, so it is necessary to choose the appropriate ellipticism according to the actual situation.

In practice, this formula can be used to calculate the volume of the tank based on the size and ovality of the tank, so as to determine the amount of liquid stored and how it will be used.

Calculated according to tank specifications:

Tank volume 2 times the head volume of the straight section cylinder.

Straight section cylinder volume square of the radius in the cylinder Straight section cylinder length;

The head volume is inquired according to JB T4746 steel pressure vessel head. If you don't have it at hand, you can use Thunderbolt.

Measure the length of the major axis 2a and the length of the minor axis 2b.

If you have studied high school math, the length of the long axis is the length of the line connecting the two ends of the flatten, and the length of the short axis is the length of the line connecting the two ends of the obtuse.

Base area s = ab

Measure the height h, and the volume is approximately v = sh = abh

Two heads plus a cylinder are not enough.

It can be calculated separately, there is a cylindrical part in the middle, you can calculate what is the cross-sectional area occupied by the liquid, and then the length of the cylinder of the tank remains. The head is more difficult to calculate. The questions are set to math classes, so that the answers to math classes are better.

Horizontal water storage round tank volume calculation experience formula Hello dear, the volume of the barrel = the square height of the inner radius of the barrel! Volume = ( R) *Hr is the radius of the base area, h is the height, note: the wall thickness should be removed when calculating R!

Calculation formula: Barrel radius high Origin of the formula: The barrel can be branched out to be as a cylinder

Since the volume of the barrel = the height of the base area and the area of the base = the radius of the circle, the volume of the barrel = the radius of the circle The circular cylinder is a geometry formed by taking the straight line where one side of the rectangle is located as the axis of rotation, and the other three sides rotate around the axis of rotation. Hope it helps.

There are three ways to calculate the volume of a horizontal tank cylinder:

1. Direct formula method: Li Zheng attack.

The volume of the horizontal tank cylinder v= r 2h, where r is the radius and h is the height;

2. Step formula method:

The volume of the horizontal tank cylinder v = 3*h (3r 2 + h 2), where r is the radius and h is the height;

3. Numerical method: Cong Liang.

The volume of the horizontal limb tank cylinder v = 2 * bh, where b is the area of the elliptic equation of the curve of the cross-section, h is the height of the section of the elliptic equation, and is the sum of the area of the elliptic equation from the bottom to the top.