Calculate Volume of Gass at Different Pressure & Temperature

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The discussion revolves around calculating the mass and pressure of a cargo moved by a hydraulic piston pump, given specific dimensions and force. The user seeks clarification on using the formula F1/d1^2 = F2/d2^2 to find the new mass and pressure after a force increase. They also inquire if pressure can be calculated using p = F2/A2, where A2 is derived from the piston diameter. Additionally, the user asks how to determine the pressure at which ammonia (NH3) reaches a density of 1.65 g/dm3 at -30°C, and how to calculate the volume of gas at a specific temperature and pressure. The conversation emphasizes the application of gas laws and hydraulic principles in practical scenarios.
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Hi all ... thanks in advance to anyone who helps me out ...it should be simple , i need some formulas .. for example

1. Find the mass of an cargo that can be moved by using a hydraulic piston pump if D=1,7m and d=400mm=0,4m and force is 300hN. If force goes up by 10% find the pressure and new mass

I remember the main one F1/d1^2= F2/d2^2

It's easy to find F2 but how to find a mass and pressure?

Is pressure p = F2/A2 where A2 is D^2*Pi / 4 ? and how to find this "d" in A2 ?

And second question is on which pressure will NH3 have density of 1.65g/dm3 if temperature is -30C or 243,15K

pV=nRT .. right?

Or how many liters of gass can we get if volume of gass, on temperature of 333,15K and p of 0.7, is 250l.
 
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Hint: pistons are usually circular. Think you can find the pressure knowing the diameter of the piston and the applied force?
 
maybe yes no ?
 
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