Gallons per hour (gal/h) to Cubic kilometers per second (km3/s) conversion

Gallons per hour to Cubic kilometers per second conversion table

Gallons per hour (gal/h)Cubic kilometers per second (km3/s)
00
11.0515032733906e-15
22.1030065467813e-15
33.1545098201719e-15
44.2060130935626e-15
55.2575163669532e-15
66.3090196403439e-15
77.3605229137345e-15
88.4120261871252e-15
99.4635294605158e-15
101.0515032733906e-14
202.1030065467813e-14
303.1545098201719e-14
404.2060130935626e-14
505.2575163669532e-14
606.3090196403439e-14
707.3605229137345e-14
808.4120261871252e-14
909.4635294605158e-14
1001.0515032733906e-13
10001.0515032733906e-12

How to convert gallons per hour to cubic kilometers per second?

To convert gallons per hour (GPH) to cubic kilometers per second (km³/s), you'll need to understand the relationships between these units. Here, I'll take you through the process step-by-step:

  1. Understand the relationship between gallons and cubic kilometers:

    • 1 U.S. gallon is approximately 3.78541 liters.
    • 1 liter is 0.001 cubic meters (m³).
    • 1 cubic kilometer is 10910^9 cubic meters (m³).
  2. Convert 1 gallon to cubic meters: 1 gallon=3.78541 liters=3.78541×0.001 cubic meters=0.00378541 m³ 1 \text{ gallon} = 3.78541 \text{ liters} = 3.78541 \times 0.001 \text{ cubic meters} = 0.00378541 \text{ m³}

  3. Convert cubic meters to cubic kilometers: 0.00378541 m³×(1 km/109 m)3=0.00378541×109 km³=3.78541×1012 km³ 0.00378541 \text{ m³} \times (1 \text{ km} / 10^9 \text{ m})^3 = 0.00378541 \times 10^{-9} \text{ km³} = 3.78541 \times 10^{-12} \text{ km³}

So, 1 gallon=3.78541×1012 km³1 \text{ gallon} = 3.78541 \times 10^{-12} \text{ km³}.

  1. Convert gallons per hour to cubic kilometers per second:

    • There are 3600 seconds in an hour.
    • Thus, dividing by 3600 will convert the volume flow rate from per hour to per second.

    1 GPH=3.78541×1012 km³/h÷3600 s/h=1.051503×1015 km³/s 1 \text{ GPH} = 3.78541 \times 10^{-12} \text{ km³/h} \div 3600 \text{ s/h} = 1.051503 \times 10^{-15} \text{ km³/s}

So, 1 gallon per hour (GPH) is equivalent to approximately 1.051503×10151.051503 \times 10^{-15} cubic kilometers per second (km³/s).

Real-World Examples of Gallons per Hour:

  1. Garden Hose: A typical garden hose might have a flow rate of about 180 GPH. This means it would dispense water at 180 gallons every hour.

  2. Car Fuel Consumption: A car's fuel consumption might be around 20 GPH when driving on a highway, which indicates it uses 20 gallons of fuel per hour.

  3. Aquarium Filter: An aquarium filter might have a flow rate of 300 GPH to ensure proper water circulation.

  4. Cooling Systems in Data Centers: Large cooling systems used in data centers can have flow rates of several thousand GPH, depending on the size and requirements of the facility.

By understanding these examples and converting units, you can appreciate how flow rates in GPH can relate to different real-world applications and their scales.

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 kilometers per second to other unit conversions.

What is "Per Hour"?

"Per hour" specifies the time frame over which the volume of gallons is measured. It represents the rate at which something is flowing or being consumed during each hour.

How Gallons per Hour is Formed

Gallons per hour combines the unit of volume (gallons) with a unit of time (hour) to express flow rate. It indicates how many gallons of a substance pass through a given point in one hour. The formula to calculate flow rate in GPH is:

Flow Rate (GPH)=Volume (Gallons)Time (Hours)\text{Flow Rate (GPH)} = \frac{\text{Volume (Gallons)}}{\text{Time (Hours)}}

Real-World Examples of Gallons per Hour

  • Fuel Consumption: Vehicles, generators, and machinery often measure fuel consumption in gallons per hour. For instance, a generator might consume 2 gallons of gasoline per hour at full load.
  • Water Flow: Well pumps and irrigation systems can be rated by their GPH output. A well pump might deliver 5 gallons per minute, which is equivalent to 300 gallons per hour.
  • HVAC Systems: Condensate pumps in air conditioning systems often have a GPH rating, indicating how much condensate they can remove per hour.
  • Industrial Processes: Chemical plants and manufacturing facilities use GPH to measure the flow rates of various liquids in their processes, ensuring correct proportions and efficient operation.
  • Aquariums and Water Features: Water pumps in aquariums and water features are often rated in GPH to ensure proper water circulation and filtration.

Interesting Facts and Historical Context

While no specific law or famous person is directly linked to the "gallons per hour" unit itself, the concept of volume flow rate is fundamental in fluid dynamics and engineering. People like Evangelista Torricelli, who studied fluid flow and pressure, laid groundwork for understanding fluid dynamics concepts. Torricelli's law relates the speed of fluid flowing out of an opening to the height of fluid above the opening. Torricelli's Law is derived from the conservation of energy and is a cornerstone in understanding fluid dynamics.

The measurement of flow rates is crucial in numerous applications, from simple household uses to complex industrial processes.

What is Cubic Kilometers per Second?

Cubic kilometers per second (km3/skm^3/s) is a unit of flow rate, representing the volume of a substance that passes through a given area each second. It's an extremely large unit, suitable for measuring immense flows like those found in astrophysics or large-scale geological events.

How is it Formed?

The unit is derived from the standard units of volume and time:

  • Cubic kilometer (km3km^3): A unit of volume equal to a cube with sides of 1 kilometer (1000 meters) each.
  • Second (s): The base unit of time in the International System of Units (SI).

Combining these, 1km3/s1 \, km^3/s means that one cubic kilometer of substance flows past a point every second. This is a massive flow rate.

Understanding Flow Rate

The general formula for flow rate (Q) is:

Q=VtQ = \frac{V}{t}

Where:

  • QQ is the flow rate (in this case, km3/skm^3/s).
  • VV is the volume (in km3km^3).
  • tt is the time (in seconds).

Real-World Examples (Relatively Speaking)

Because km3/skm^3/s is such a large unit, direct, everyday examples are hard to come by. However, we can illustrate some uses and related concepts:

  • Astrophysics: In astrophysics, this unit might be relevant in describing the rate at which matter accretes onto a supermassive black hole. While individual stars and gas clouds are smaller, the overall accretion disk and the mass being consumed over time can result in extremely high volume flow rates if considered on a cosmic scale.

  • Glacial Calving: Large-scale glacial calving events, where massive chunks of ice break off glaciers, could be approximated using cubic kilometers and seconds (though these events are usually measured over minutes or hours). The rate at which ice volume is discharged into the ocean is crucial for understanding sea-level rise. Although, it is much more common to use cubic meters per second (m3/sm^3/s) when working with glacial calving events.

  • Geological Events: During catastrophic geological events, such as the draining of massive ice-dammed lakes, the flow rates can approach cubic kilometers per second. Although such events are very short lived.

Notable Associations

While no specific law or person is directly associated with the unit "cubic kilometers per second," understanding flow rates in general is fundamental to many scientific fields:

  • Fluid dynamics: This is the broader study of how fluids (liquids and gases) behave when in motion. The principles are used in engineering (designing pipelines, aircraft, etc.) and in environmental science (modeling river flows, ocean currents, etc.).

  • Hydrology: The study of the movement, distribution, and quality of water on Earth. Flow rate is a key parameter in understanding river discharge, groundwater flow, and other hydrological processes.

Complete Gallons per hour conversion table

Enter # of Gallons per hour
Convert 1 gal/h to other unitsResult
Gallons per hour to Cubic Millimeters per second (gal/h to mm3/s)1051.5032733906
Gallons per hour to Cubic Centimeters per second (gal/h to cm3/s)1.0515032733906
Gallons per hour to Cubic Decimeters per second (gal/h to dm3/s)0.001051503273391
Gallons per hour to Cubic Decimeters per minute (gal/h to dm3/min)0.06309019640344
Gallons per hour to Cubic Decimeters per hour (gal/h to dm3/h)3.7854117842063
Gallons per hour to Cubic Decimeters per day (gal/h to dm3/d)90.849882820952
Gallons per hour to Cubic Decimeters per year (gal/h to dm3/a)33182.919700353
Gallons per hour to Millilitres per second (gal/h to ml/s)1.0515032733906
Gallons per hour to Centilitres per second (gal/h to cl/s)0.1051503273391
Gallons per hour to Decilitres per second (gal/h to dl/s)0.01051503273391
Gallons per hour to Litres per second (gal/h to l/s)0.001051503273391
Gallons per hour to Litres per minute (gal/h to l/min)0.06309019640344
Gallons per hour to Litres per hour (gal/h to l/h)3.7854117842063
Gallons per hour to Litres per day (gal/h to l/d)90.849882820952
Gallons per hour to Litres per year (gal/h to l/a)33182.919700353
Gallons per hour to Kilolitres per second (gal/h to kl/s)0.000001051503273391
Gallons per hour to Kilolitres per minute (gal/h to kl/min)0.00006309019640344
Gallons per hour to Kilolitres per hour (gal/h to kl/h)0.003785411784206
Gallons per hour to Cubic meters per second (gal/h to m3/s)0.000001051503273391
Gallons per hour to Cubic meters per minute (gal/h to m3/min)0.00006309019640344
Gallons per hour to Cubic meters per hour (gal/h to m3/h)0.003785411784206
Gallons per hour to Cubic meters per day (gal/h to m3/d)0.09084988282095
Gallons per hour to Cubic meters per year (gal/h to m3/a)33.182919700353
Gallons per hour to Cubic kilometers per second (gal/h to km3/s)1.0515032733906e-15
Gallons per hour to Teaspoons per second (gal/h to tsp/s)0.2133333333333
Gallons per hour to Tablespoons per second (gal/h to Tbs/s)0.07111111111111
Gallons per hour to Cubic inches per second (gal/h to in3/s)0.06416696243626
Gallons per hour to Cubic inches per minute (gal/h to in3/min)3.8500177461755
Gallons per hour to Cubic inches per hour (gal/h to in3/h)231.00106477053
Gallons per hour to Fluid Ounces per second (gal/h to fl-oz/s)0.03555555555556
Gallons per hour to Fluid Ounces per minute (gal/h to fl-oz/min)2.1333333333333
Gallons per hour to Fluid Ounces per hour (gal/h to fl-oz/h)128
Gallons per hour to Cups per second (gal/h to cup/s)0.004444444444444
Gallons per hour to Pints per second (gal/h to pnt/s)0.002222222222222
Gallons per hour to Pints per minute (gal/h to pnt/min)0.1333333333333
Gallons per hour to Pints per hour (gal/h to pnt/h)8
Gallons per hour to Quarts per second (gal/h to qt/s)0.001111111111111
Gallons per hour to Gallons per second (gal/h to gal/s)0.0002777777777778
Gallons per hour to Gallons per minute (gal/h to gal/min)0.01666666666667
Gallons per hour to Cubic feet per second (gal/h to ft3/s)0.00003713350679323
Gallons per hour to Cubic feet per minute (gal/h to ft3/min)0.002228010407594
Gallons per hour to Cubic feet per hour (gal/h to ft3/h)0.1336806244556
Gallons per hour to Cubic yards per second (gal/h to yd3/s)0.000001375313044887
Gallons per hour to Cubic yards per minute (gal/h to yd3/min)0.00008251878269323
Gallons per hour to Cubic yards per hour (gal/h to yd3/h)0.004951126961594

Volume flow rate conversions