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I want to create a check sheet for horizontal tanks now; can anyone provide a template showing the volume corresponding to each liquid level?
If it’s not very precise, the end cap can be treated as a flat bottom, making the whole structure a cylinder; then the relationship between height and the area of the cross-sectional sector can be determined using trigonometric principles
Tell me the diameter and I’ll help you generate a level gauge
If you go to a railway station and count the tank cars, you will find that there are many different shapes for the ends of these tanks – over 1,000 different types, without any doubt........... So, is there a mathematical formula that can encompass all of these shapes? Are there any mathematical formulas that can encompass all types of head shapes? Brother of Poison Valley will disappoint you; mathematicians will disappoint you too. But I can help you find hope in despair. :lol Algorithms are beautiful, intricate, and precise, but they’re also very expensive… Let me tell you, you won’t be able to afford them........... But if you buy a cheap watch, or treat us to a meal, something like a meat sandwich, then this technology can be preserved and continued, so that the Guo family won’t be held back by the Americans when it comes to upgrading its industries................... :lol Algorithms are beautiful, but using them just to calculate the storage capacity of containers is really a waste of such talent.....
The 【Chemical Engineering Calculations】 app can perform these calculations. https://bbs.hcbbs.com/thread-2693876-1-1.html
The diameter is 2.66 meters, the length is 10 meters; the end cap is not included in the measurements
Attached is a small program to calculate the volume of the corresponding material based on the liquid level in the horizontal tank.