|Cubic Meters||US Gallons (Liquid)|
|1 m³||264.17 US gal lqd|
|2 m³||528.34 US gal lqd|
|3 m³||792.52 US gal lqd|
|4 m³||1056.69 US gal lqd|
1 cubic meter per hour ≈ 264.172 gallons per hour.
|70 gal||0.264979 m³|
|80 gal||0.302833 m³|
|90 gal||0.340687 m³|
|100 gal||0.378541 m³|
|1 m³||264.17 gal|
|2 m³||528.34 gal|
|3 m³||792.52 gal|
|4 m³||1,057 gal|
|Liter [L, L]||Gallon (US) [gal (US)]|
|1 L, l||0.2641720524 gal (US)|
|2 L, l||0.5283441047 gal (US)|
|3 L, l||0.7925161571 gal (US)|
|5 L, l||1.3208602618 gal (US)|
1 cubic meter per hour ≈ 4.4029 gallons per minute.
Cubic Meter Per Hour (m3/h) has a dimension of L3T–1 where L is length, and T is time. It can be converted to the corresponding standard SI unit m3/s by multiplying its value by a factor of 0.00027777777. Other units in the category of Volume flow rate include Acre Foot Per Month (acre-ft/month), Barrel (US, Liq.)
|1 gallon =||0.0243 m2||1 m2 =|
|2 gallon =||0.0386 m2||2 m2 =|
|3 gallon =||0.0505 m2||3 m2 =|
|4 gallon =||0.0612 m2||4 m2 =|
|5 gallon =||0.071 m2||5 m2 =|
Determining the amount of water in your aquarium is as simple as knowing that volume equals length times width times height and that 1 cubic inch of water is equivalent to 0.004329 gallons. Therefore, the volume of your tank in gallons of water = length x width x height (measured in inches) x 0.004329.
|Gallons (US)||Cubic Feet|
|1 gallon (US)||0.1337 cubic feet|
|2 gallons (US)||0.2674 cubic feet|
|3 gallons (US)||0.401 cubic feet|
|4 gallons (US)||0.5347 cubic feet|
|Cubic Feet||US Gallons (Dry)|
|1 ft³||6.43 US gal dry|
|2 ft³||12.86 US gal dry|
|3 ft³||19.29 US gal dry|
|4 ft³||25.71 US gal dry|
20 liters ≈ 5.28 gallons
Again, the answer above relates to US Liquid Gallons. To convert liters to Imperial Gallons instead, you would multiply 20 liters by 0.219969 which would result in 4.39938 Imperial Gallons.
Gallons and liters are two common units of volume. The liter is the metric volume unit, while the gallon is the English unit. … The gallon used in the United States is equal to exactly 231 cubic inches or 3.785411784 liters.
The pump head H=z+hw z is the height difference of the pumping height, that is, the water level from the inlet to the water surface at the exit. Hw is the head loss, including the Darcy formula or Xie Cai formula for calculating the head loss hf and the local head loss hw hf along the path.
|Meter Cube Per Hour (m3/hr)||CFM|
|How many CFM is 50 m3/hr?||29.43 CFM|
|How many CFM is 100 m3/hr?||58.86 CFM|
The cubic feet per minute (cfm) and the cubic meter per hour (cmh) are the units of volumetric capacity. Knowing an HVAC unit’s CFM or CMH provides insight into its cooling capacity relative to the size of the room.
» Liter/second Conversions:
L/s↔m3/min 1 m3/min = 16.666666666667 L/s. L/s↔L/h 1 L/s = 3600 L/h.
The formula used to convert W/m³ to Horsepower (metric) Per Cubic Metre is 1 Watt Per Cubic Metre = 0.00135961930659415 Horsepower (metric) Per Cubic Metre.
A cubic metre of pure water at the temperature of maximum density (3.98 °C) and standard atmospheric pressure (101.325 kPa) has a mass of 1000 kg, or one tonne. At 0 °C, the freezing point of water, a cubic metre of water has slightly less mass, 999.972 kilograms.
This is the volume of a cube 1 meter (see distance units) on each side. One cubic meter = 1000 liters. Because water has a density of 1.0, one cubic meter of water weighs 1 metric ton = 1,000 kilograms = 1,000,000 grams (see mass units).
In this regard, “how much ballast do I need for 1m3 concrete?”, generally, you need 58 bags of 25kg (total 1458kg) ballast or 1.7 jumbo or bulk bag of 1 loose tonne ballast for 1m3 of concrete by using standard mix of 1:5 (1 cement:5 ballast).
one 20kg bag will cover an area of 1.1m2 to a depth of approximately 10mm. or 108 x 20kg bags equates to one cubic metre of mixed concrete.
Multiply the width, length and depth of your area. Concrete is usually ordered in cubic metres. Here’s a conversion guide. There are 1.3 cubic yards in one cubic metre (If you have your requirement in cubic yards, all you need to do is divide by 1.3 to get the cubic metres answer).
1 gallon of paint will cover up to 400 sq. ft. (372 sq. meters) per U.S. gallon (3.78 Liters) on primed, smooth, nonporous surfaces.
|1 liter =||0.01 m2||1000 liter|
|6 liter =||0.033 m2||14696.9385 liter|
|7 liter =||0.0366 m2||18520.2592 liter|
|8 liter =||0.04 m2||22627.417 liter|
|9 liter =||0.0433 m2||27000 liter|
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