Pints per hour (pnt/h) | Cubic inches per minute (in3/min) |
---|---|
0 | 0 |
1 | 0.4812522182719 |
2 | 0.9625044365439 |
3 | 1.4437566548158 |
4 | 1.9250088730878 |
5 | 2.4062610913597 |
6 | 2.8875133096317 |
7 | 3.3687655279036 |
8 | 3.8500177461755 |
9 | 4.3312699644475 |
10 | 4.8125221827194 |
20 | 9.6250443654389 |
30 | 14.437566548158 |
40 | 19.250088730878 |
50 | 24.062610913597 |
60 | 28.875133096317 |
70 | 33.687655279036 |
80 | 38.500177461755 |
90 | 43.312699644475 |
100 | 48.125221827194 |
1000 | 481.25221827194 |
Certainly! Converting units of volume flow rate from pints per hour to cubic inches per minute involves a few steps. Let's break it down:
Understanding the basic units:
Conversion steps:
Let's convert 1 pint per hour to cubic inches per minute:
Step 1: Convert pints to cubic inches.
Step 2: Convert hours to minutes.
Step 3: Combine the conversions.
Step 4: Convert cubic inches per hour to cubic inches per minute.
So, 1 pint per hour is equivalent to approximately 0.48125 cubic inches per minute.
Real-world examples for other quantities:
5 Pints per hour:
10 Pints per hour:
20 Pints per hour:
Water Drip from a Faucet: If water is dripping from a faucet at a rate of 2 pints per hour, this would be equivalent to 0.9625 cubic inches per minute. This is a very slow flow, characteristic of a small, dripping leak.
Irrigation System: An irrigation system might deliver water at a rate of 30 pints per hour. In cubic inches per minute:
Car Engine Cooling System Leak: Suppose there's a small leak in a car's engine cooling system that leaks at a rate of 3 pints per hour. This equates to:
These examples give an idea of how different flow rates compare in practical scenarios using the units of pints per hour and cubic inches per minute.
See below section for step by step unit conversion with formulas and explanations. Please refer to the table below for a list of all the Cubic inches per minute to other unit conversions.
Pints per hour (pint/h) is a unit of volumetric flow rate, commonly used to express how much volume of a liquid is moving per unit of time. It is primarily used in the United States and some other countries that still use the imperial system of measurement. Let's break down what that means in simpler terms.
Combining these, "pints per hour" tells you how many pints of a substance are flowing or being transferred in one hour.
Pints per hour (pint/h) is a unit of volumetric flow rate. Volumetric flow rate also know as volume flow rate measure the amount of volume passes through a cross-sectional area per unit of time.
The formula for calculating flow rate is:
Where:
While there isn't a specific law or historical figure directly associated with "pints per hour," the concept of flow rate is fundamental in fluid dynamics. Scientists and engineers like Daniel Bernoulli have contributed significantly to our understanding of fluid behavior, which is closely related to flow rate measurements.
Cubic inches per minute (in$^3$/min or CFM) is a unit of measure for volume flow rate. It represents the volume of a substance (typically a gas or liquid) that flows through a given area per minute, with the volume measured in cubic inches. It's a common unit in engineering and manufacturing, especially in the United States.
A cubic inch is a unit of volume equal to the volume of a cube with sides one inch long. It's part of the imperial system of measurement.
Volume flow rate, generally denoted as , is the volume of fluid which passes per unit time. The SI unit for volume flow rate is cubic meters per second ().
Cubic inches per minute is formed by combining a unit of volume (cubic inches) with a unit of time (minutes). This describes how many cubic inches of a substance pass a specific point or through a specific area in one minute.
Where:
Cubic inches per minute is used across various industries. Here are some real-world examples:
It's important to understand how cubic inches per minute relates to other units of flow rate:
While there's no specific law directly associated with cubic inches per minute itself, the underlying principles of fluid dynamics that govern volume flow rate are described by fundamental laws such as the Navier-Stokes equations. These equations, developed in the 19th century, describe the motion of viscous fluids and are essential for understanding fluid flow in a wide range of applications. For more information you can read about it in the following Navier-Stokes Equations page from NASA.
Convert 1 pnt/h to other units | Result |
---|---|
Pints per hour to Cubic Millimeters per second (pnt/h to mm3/s) | 131.43790917383 |
Pints per hour to Cubic Centimeters per second (pnt/h to cm3/s) | 0.1314379091738 |
Pints per hour to Cubic Decimeters per second (pnt/h to dm3/s) | 0.0001314379091738 |
Pints per hour to Cubic Decimeters per minute (pnt/h to dm3/min) | 0.00788627455043 |
Pints per hour to Cubic Decimeters per hour (pnt/h to dm3/h) | 0.4731764730258 |
Pints per hour to Cubic Decimeters per day (pnt/h to dm3/d) | 11.356235352619 |
Pints per hour to Cubic Decimeters per year (pnt/h to dm3/a) | 4147.8649625441 |
Pints per hour to Millilitres per second (pnt/h to ml/s) | 0.1314379091738 |
Pints per hour to Centilitres per second (pnt/h to cl/s) | 0.01314379091738 |
Pints per hour to Decilitres per second (pnt/h to dl/s) | 0.001314379091738 |
Pints per hour to Litres per second (pnt/h to l/s) | 0.0001314379091738 |
Pints per hour to Litres per minute (pnt/h to l/min) | 0.00788627455043 |
Pints per hour to Litres per hour (pnt/h to l/h) | 0.4731764730258 |
Pints per hour to Litres per day (pnt/h to l/d) | 11.356235352619 |
Pints per hour to Litres per year (pnt/h to l/a) | 4147.8649625441 |
Pints per hour to Kilolitres per second (pnt/h to kl/s) | 1.3143790917383e-7 |
Pints per hour to Kilolitres per minute (pnt/h to kl/min) | 0.00000788627455043 |
Pints per hour to Kilolitres per hour (pnt/h to kl/h) | 0.0004731764730258 |
Pints per hour to Cubic meters per second (pnt/h to m3/s) | 1.3143790917383e-7 |
Pints per hour to Cubic meters per minute (pnt/h to m3/min) | 0.00000788627455043 |
Pints per hour to Cubic meters per hour (pnt/h to m3/h) | 0.0004731764730258 |
Pints per hour to Cubic meters per day (pnt/h to m3/d) | 0.01135623535262 |
Pints per hour to Cubic meters per year (pnt/h to m3/a) | 4.1478649625441 |
Pints per hour to Cubic kilometers per second (pnt/h to km3/s) | 1.3143790917383e-16 |
Pints per hour to Teaspoons per second (pnt/h to tsp/s) | 0.02666666666667 |
Pints per hour to Tablespoons per second (pnt/h to Tbs/s) | 0.008888888888889 |
Pints per hour to Cubic inches per second (pnt/h to in3/s) | 0.008020870304532 |
Pints per hour to Cubic inches per minute (pnt/h to in3/min) | 0.4812522182719 |
Pints per hour to Cubic inches per hour (pnt/h to in3/h) | 28.875133096317 |
Pints per hour to Fluid Ounces per second (pnt/h to fl-oz/s) | 0.004444444444444 |
Pints per hour to Fluid Ounces per minute (pnt/h to fl-oz/min) | 0.2666666666667 |
Pints per hour to Fluid Ounces per hour (pnt/h to fl-oz/h) | 16 |
Pints per hour to Cups per second (pnt/h to cup/s) | 0.0005555555555556 |
Pints per hour to Pints per second (pnt/h to pnt/s) | 0.0002777777777778 |
Pints per hour to Pints per minute (pnt/h to pnt/min) | 0.01666666666667 |
Pints per hour to Quarts per second (pnt/h to qt/s) | 0.0001388888888889 |
Pints per hour to Gallons per second (pnt/h to gal/s) | 0.00003472222222222 |
Pints per hour to Gallons per minute (pnt/h to gal/min) | 0.002083333333333 |
Pints per hour to Gallons per hour (pnt/h to gal/h) | 0.125 |
Pints per hour to Cubic feet per second (pnt/h to ft3/s) | 0.000004641688349153 |
Pints per hour to Cubic feet per minute (pnt/h to ft3/min) | 0.0002785013009492 |
Pints per hour to Cubic feet per hour (pnt/h to ft3/h) | 0.01671007805695 |
Pints per hour to Cubic yards per second (pnt/h to yd3/s) | 1.719141306109e-7 |
Pints per hour to Cubic yards per minute (pnt/h to yd3/min) | 0.00001031484783665 |
Pints per hour to Cubic yards per hour (pnt/h to yd3/h) | 0.0006188908701992 |