Tank Volume Calculator is a fast and simple app for calculating volume of tanks. Also you can calculate liquid volume in a tank. İf you know density of liquid you can calculate weight of liquid too

Developed with an intuitive interface. It means less click, fast results. App remembers your settings for next use.

Tank volume calculator also has a built in volume convertor, if you need to convert volume types, like m3, liter, imp. Gallon, U.S Gallon or BBL

Calculations are performed for:

- Vertical tank

- Horizontal tank

- Rectangular tank

- Ecliptic tank

- Tanks with conical bottom, flat bottom, Torispherical head, Elliptical head, Hemispherical head.

Other Features of Tank Volume Calculator

- Metric or imperial Units support

- Internet connection is not required.

- Small apk size.

- No background process.

- Share or Save function.

- Better tablet support.

- Fast and simple.

- Totally Free.

* This Calculator should be used as an estimating tool ONLY.

Application is not responsible for any discrepancies on calculations. *

Tank Volume likely refers to a puzzle or simulation game centered around calculating and manipulating the volume of tanks, likely liquid-filled tanks. The core gameplay probably involves determining the amount of fluid within tanks of various shapes (cylindrical, spherical, rectangular, conical, etc.) using mathematical formulas and given dimensions. Players might need to solve problems like: "How much liquid is in a partially filled cylindrical tank lying on its side?" or "What height will the liquid reach if a certain volume is added to a conical tank?".

The game could present scenarios where players must fill tanks to specific levels, transfer fluids between tanks, or optimize tank usage based on capacity and constraints. Difficulty could increase with more complex tank shapes, combinations of tanks, and added factors like temperature affecting fluid density or pressure impacting volume. The game could incorporate visual aids to represent the tanks and fluid levels, providing feedback on player actions. Success would depend on understanding geometric principles, applying volume formulas accurately, and potentially using problem-solving skills to manage resources and meet objectives within the game's rules.