Pint per hour [pnt/h] to Cubic foot per hour [ft3/h] Converter
pnt/h
ft3/h
How to Convert Pint per hour to Cubic foot per hourCubic foot per hour
1 pnt/h = 0.016710078056952123 ft3/h
1 ft3/h = 59.844125000000005 pnt/h
Example: convert 15 pnt/h to ft3/h:
15 pnt/h = 15 x 0.016710078056952123 = 0.25065117085428185 ft3/h
Pint per hour
Definition: A pint per hour (pnt/h) is a unit of volumetric flow rate that measures the volume of a fluid passing through a surface per unit of time. It represents the amount of fluid volume, measured in pints, that flows every hour.
History/origin: The 'pint' is a unit of volume in both the imperial and United States customary systems of measurement. Its historical origins can be traced back to traditional systems of liquid measurement. The 'per hour' component indicates a rate of change over time.
Current use: Pints per hour is used to quantify slow fluid flow rates, making it suitable for applications like drip irrigation systems, certain chemical processes, or slow dispensing mechanisms.
Cubic foot per hour
Definition: Cubic feet per hour (ft3/h) is a flow rate unit that specifies the volume of fluid or gas passing a point in one hour, measured in cubic feet. It's useful for slower flow rates.
History/origin: This unit's origin lies in combining the cubic foot volume with an hourly time frame, making it suitable for scenarios where volume flow is relatively slow.
Current use: It's applied in scenarios like measuring gas consumption in homes, low-flow ventilation systems, and processes that require slow, controlled delivery of gas or fluids.
Pint per hour to Cubic foot per hour Conversion Table
Pint per hour [pnt/h] | Cubic foot per hour [ft3/h] |
---|---|
0.01 pnt/h | 0.00016710078056952123 ft3/h |
0.1 pnt/h | 0.0016710078056952123 ft3/h |
1 pnt/h | 0.016710078056952123 ft3/h |
10 pnt/h | 0.16710078056952124 ft3/h |
50 pnt/h | 0.8355039028476061 ft3/h |
100 pnt/h | 1.6710078056952122 ft3/h |
1000 pnt/h | 16.710078056952124 ft3/h |
10000 pnt/h | 167.10078056952122 ft3/h |
Common pairs of Volumetric Flow Rate