- #1
johnnyboy2005
- 29
- 0
this is a question about a steam engine with the equation (sorry for lack of proper math language)
PV^1.4 = k (constant)
using the idea of integral from V1 to V2
ie...
the amount of work done is W=(int.V1 to V2) PdV
Where P1=160lbs/in^2
and V1 = 100 in^3...V2=800 in^3
solving for P we can find P=kV^(-1.4)...where k is 100953.1751
now i solved for in the integral
160*(100953.1751) *[ .4 V^.4] from 100 to 800 (for V)
i found W=9.35 * 10^11
Did i do this properly?
thanks for the help.
PV^1.4 = k (constant)
using the idea of integral from V1 to V2
ie...
the amount of work done is W=(int.V1 to V2) PdV
Where P1=160lbs/in^2
and V1 = 100 in^3...V2=800 in^3
solving for P we can find P=kV^(-1.4)...where k is 100953.1751
now i solved for in the integral
160*(100953.1751) *[ .4 V^.4] from 100 to 800 (for V)
i found W=9.35 * 10^11
Did i do this properly?
thanks for the help.