The formula for calculating the volume of a cryogenic vessel is usually determined based on its geometry. Here are a few common cryogenic container shapes and formulas for calculating their volumes:
Cylindrical
Volume V = π × r^2 × h
where r is the radius of the container and h is the height of the container.
Spherical:
Volume V = (4/3) × π × r^3
Where, r is the radius of the ball.
Cube shape
Volume V = a × b × c
where a, b, and c are the three sides of the cube, respectively.
However, for actual cryogenic vessels, such as spherical storage tanks or complex cryogenic storage systems, the volume calculation may need to consider more factors such as the vessel’s wall thickness, insulation thickness, tubing, and accessories.
In addition, because cryogenic vessels are designed to meet specific pressure, temperature, and material requirements, volume calculations often need to be carried out in conjunction with engineering and safety standards.
In practice, the volume of cryogenic containers is usually determined by the manufacturer according to the customer’s needs and specific specifications, and detailed parameters are provided in the product manual. If you need a more accurate volume calculation, it is recommended to consult a professional engineer or manufacturer.
