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Write receiver calculated

to determine the compressor receiver size we have this system this is the receiver or tank of the compressor and then this is the compressor itself so what happened compressor runs so and then it pasteurized the gas inside and then it is raised the temperature to some point and it has some maximum pressure and also some minimum pressure so when the compressor is reach up to the maximum point then the tank reach up to the maximum pressure then the compressor is stopped and then it just stopped and then the minimum pressure so after they pasteurized the after the tank is pressurized the compressor is stopped now let's imagine that this pneumatic cylinder is working by this compressed here now when this cylinder is taking this compressed air and then the pressure will start to decrease from this tank and then it has some minimum value once there it reaches that value then the compressor is start again and it start to fill up this tank with high-pressure gas or here so just simply if we consider this tank as 0.1 and then 2 is the atmosphere basically most of the pneumatic system after they use the compressed air the compressed air is released to the atmosphere because it's not harmful so it can be released so that's one of the advantages of pneumatic system over hydraulic so if we write the Boyle's law which is p1 v1 is equal to p2 v2 we can change that one is basically the receiver so we can say P R and then V R is equal to and then 2 is basically the atmosphere so we can say v2 atmosphere and we can also instead of volume typically for compressor we are interested in flow rate so we can just simply do V R divided by T and then P atm v8 mathematic divided by T now so we can do we can just solve for V R to find out what is the size of the receiver so you can say P atmosphere times T that comes from the left side and then V ATM now it's not V anymore because we divide by T so it's going to be basically Q it made most affair so how much if we release that amount atmosphere what is the volume flow rate for that now PR compressor so we can do a little bit more modifications PR the receiver pressure that is the operating pressure is between max and the minimum and then P atmosphere pressure atmospheric pressure times T and this q88 here and we can write that imagine that the system is using key at a rate of Q R so this system is using at a rate of Q R so this system drawing gas at the rate of Q R from here and then if the compressor is still running and then pressurizing the system and providing QC so the rate of consumption would be...