Use this formula: psi x 0.07031 = kg/cm2
Multiply by 0.036 http://www.enercongroup.com/conversion_factors.htm One PSI is equal to 27.7 inches of water column
You can't. Meters per second is a straight off speed, CFM(cubic feet per minute) is a flow rate. You could convert cubic meters/second into CFM though. Here's a link that'll help you with that:http://www.heatsink-guide.com/content.php?content=conversion.shtml
No thats why i am asking you if it is possible then give me answer or any possible answer
27,68089 inch of water = 1 psi 51,715 mm of mercury = 1 psi; 742 col. Hg = 14,347 psi 742 col. Hg = 0,515 inch of water
To convert cmh to cfm ..... divide cmh by 1.7 to convert into cfm....
To convert cfm (cubic feet per minute) to kW (kilowatts), you first need to know the efficiency of the system. Once you have the efficiency, you can use this formula: kW = (cfm x pressure x efficiency) / 229. upheld wp-admin css where pressure is in psi.
To convert from 400 scfm at 116.0302 PSI to cfm, you can use the ideal gas law equation. Assuming standard conditions of 14.7 PSI and 60°F, you can adjust the volume flow rate from the given conditions to standard conditions using the ideal gas law. Applying this equation will give you the equivalent flow rate in cfm at standard conditions.
Tr = cfm/400
As psi (pressure) increases, cfm (cubic feet per minute) generally decreases. This is because at higher pressures, air volume decreases due to compression. The relationship between psi and cfm is influenced by factors such as the compressor type, design, and operating conditions.
350
Because it can.
More cfm's more airflow. Yes, more is better when you are powering certain airtools. Check the air tool specifically to see the demands
11.5 cfm@90psi
divide by 60
No, they are not equal. The volume of air at different pressures does not directly correlate in a linear manner. Pressure and volume are inversely proportional according to Boyle's Law, so as pressure decreases, volume increases and vice versa.
Multiply psi x 0.07 to get atmospheres.