I am working the 6 minute solutions problem 67 and I was wondering how they derived the equation for power. I knew to use the isentropic equation with P=mdot*work. I canceled out the densities and almost ended up with their equation.
Pth = (k/k-1)*Q1*p1*[(p2/p1)^k-1/k - 1]
I don't really need help with the solution method, I just need to understand how they got k/(k-1) as part of the isentropic work equation. MERM 24.118 shows it as 1/(k-1).
A previous post said to derive it, but I still wouldn't get k/(k-1)
If someone needs I can post a photo tomorrow, but again I just need to know what isentropic equation to use.
Pth = (k/k-1)*Q1*p1*[(p2/p1)^k-1/k - 1]
I don't really need help with the solution method, I just need to understand how they got k/(k-1) as part of the isentropic work equation. MERM 24.118 shows it as 1/(k-1).
A previous post said to derive it, but I still wouldn't get k/(k-1)
If someone needs I can post a photo tomorrow, but again I just need to know what isentropic equation to use.