00:01
Our question is air is expanded in an adiabatic turbine of 90 % isentropic efficiency from an inlet state of 2 ,800 kerosakle pressure and temperature t1 is 400 degrees centigrade to an outlet pressure of p2 is equals 200 kioskal calculate the outlet temperature of air the work produced by this turbine and then dropy generation so in order to solve the question, first we will assume that potential energy and kinetic energy changes are negligible and the properties of air at room temperature are given us.
01:06
Cp is equals to 1 .10.
01:12
Here we are writing that properties of air at the average temperature of 400 kelvin.
01:19
At this temperature, cp is equal to 1 .113, kilojoule per kg .c .c.
01:29
K is 1 .395 r is equal to 0 .287 kera jaub per kg .kj.
01:47
Here we take the turbine as a system.
01:52
Here we are taking turbine as a system which is a volume control system since mass crosses the boundary.
02:27
So our energy balance equation can be written as input energy minus output energy is equals to the total energy of the system in a steady state which is equals to zero that is input energy is equals to output energy that is m1 h1 is equals to w actual world output plus m h2 since change in kinetic energy and change in potential energy and q they are negligible.
03:23
So our actual work, our output is equals to m .h .1 minus h2, that is equals to mcp, t1 minus t2...