Antoniofer said:
@DT, I heard that there's a way to create diamonds via explosions, and is needed like a pressure of 5 GPa with a min temperature of 1477 K, is there any energy formula that use temperature or pressure?
Pressure as said, but temperatur is an essential aspect here, as high temperature makes it easier (temperature change and pressure change are closely related, but I don't know the formulas).
For example I also read 10 GPa at 2000┬░C.
Which reminds me that I am not sure at which temperature my pressure is.
WeeklyBattles said:
@DT, I heard that there's a way to create diamonds via explosions, and is needed like a pressure of 5 GPa with a min temperature of 1477 K, is there any energy formula that use temperature or pressure?
Well, lets assume my pressure is correct at room temperature (quite possibly incorrect, if you want to use it for something better research is necessary).
Then lets assume the base material is graphite (technically we need to know this as well, stone actually would never work and hence couldn't be used).
18513.38 cm^2 = 1.851338 m^2
316974.12 cm^3 = 0.31697412 m^3
1.851338 m^2 * h = 0.31697412 m^3 => h=0.1712135331311732 m
Density graphite = 2.26 g/cm^3 = 2260 kg/m^3
0.31697412 m^3 * 2260 kg/m^3 = 716.3615112 kg
Density diamond = 3.5 g/cm^3 = 3500 kg/m^3
716.3615112 kg / 3500 kg/m^3 = 0.2046747174857143 m^3
1.851338 m^2 * h = 0.2046747174857143 m^3 = 0.1105550242504147 m
0.1712135331311732 m - 0.1105550242504147m = 0.0606585088807585 m
1.851338 m^2 * 2.4e+10 N/m^2 * 0.0606585088807585 m = 2.6951856603428563e9 N/m
So Building level.... maybe.
Alternatively
compressive strength of graphite is 9.7e+7 pascal, using that
1.851338 m^2 * 9.7e+7 N/m^2 * 0.0606585088807585 m = 1.089304204388571095e7 J
That would be wall level.
So... no idea what is a good value here....