Last accessed: 29 August 2020 ( paid link).
Semendyayev, Gerhard Musiol, Heiner Mühlig. The pi (π) is approximately equal to 3.14159265359 and represents the ratio of any circle's circumference to its diameter, or the ratio of a circle's area to the square of its radius in Euclidean space. l arc is the length of the arc of the side surface of a fluid, where the fluid comes in contact with the circular base of the horizontal cylindrical tank.This is the angle that draws a half of the side arc with length ½l arc) The first radial line intercects the top surface of fluid, and the second radial line coincides with the line of the depth of fluid h. α is the angle created by 2 radial lines.How to find the radius of a horizontal tank?.How to find the diameter of a horizontal tank?.All physical dimensions must be supplied in inches. l arc = 2×r×(π−arccos((h−r) ⁄ r)), where h > r Tank Chart Calculator Tank Chart Calculator This tank chart capacity program will allow you to calculate tank charts for tanks with flat heads.How to find the length of arc created by rotating radius r from the left‐most to the right‐most point of fluid within a horizontal tank?.How to find the angle that draws a half of the side arc of fluid within a horizontal tank?.What is the valid range of values for the depth of fluid?.How to find the area of the total surface of fluid in a horizontal tank?.How to find the area of the bottom surface of fluid in a horizontal tank?.How to find the area of the top surface of fluid in a horizontal tank?.Note, this side of fluid comes in contact with the circular base of the horizontal cylindrical tank.Ī side = r² ×(π ⁄ 2−arcsin(1−h ⁄ r))−(r−h)× √ h×(2×r−h) How to find the area of the side surface of fluid in a horizontal tank?.How to find the amount of fluid in a horizontal tank of a cylindrical shape?.About this page: Horizontal tank calculator.