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Torricelli

Torricelli's Theorem Calculator base on Torricelli's law, also known as Torricelli's theorem, is a theorem in fluid dynamics relating the speed of fluid flowing out of an opening to the height of fluid above the opening

Torricelli's Theorem Calculator base on Torricelli's law, also known as Torricelli's theorem, is a theorem in fluid dynamics relating the speed of fluid flowing out of an opening to the height of fluid above the opening

Torricelli

by Heng Jia Liang
Torricelli
Torricelli
Torricelli

What is it about?

Torricelli's Theorem Calculator base on Torricelli's law, also known as Torricelli's theorem, is a theorem in fluid dynamics relating the speed of fluid flowing out of an opening to the height of fluid above the opening.

Torricelli

App Details

Version
1.0
Rating
NA
Size
8Mb
Genre
Utilities Productivity
Last updated
July 23, 2021
Release date
July 23, 2021
More info

App Screenshots

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App Store Description

Torricelli's Theorem Calculator base on Torricelli's law, also known as Torricelli's theorem, is a theorem in fluid dynamics relating the speed of fluid flowing out of an opening to the height of fluid above the opening.

Features:
• Input parameter such as Tank Height, Tank Radius, Spigot Height and Spigot Radius.
• Simulate Water flowing out from tank in 3D.
• Simulate Water Volume left along the time.
• Simulate Water Pressure along the time.
• Simulate Water Speed at spigot along the time.
• Simulate Water Distance along the time.
• Simulate Farthest Water Height left along the time.
• Simulate Time needed for water flowing out until spigot height.

Torricelli's Theorem suppose that a tank contains liquid and is open to the atmosphere at it top. If an Orifice exists in the tank at a Height h below the top of the liquid, then the speed of outflow from the orifice is √2gh, provided the liquid obeys Bernoulli's equation and the top of the liquid may be regarded as motionless.

Torricelli's Theorem formula:
v = √2 * g * h
where:
v: Fluid Speed at the Orifice, in meter per second m/s
h: Height of the Orifice to the Top, in Meter m
g: The acceleration due to gravity, is 9.80665 m/s⁻², in Meter per second squared

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