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3. Ethylene oxide is compressed at 0.5 mol/s adiabatically from 330 K and 1 bar to 30 bar. This compression requires 7500 J/s of power. Find the outlet temperature using these two approaches: (a) Treat ethylene oxide as an ideal gas. (b) Treat ethylene oxide as a real gas that obeys the SRK equation of state, and use AspenPlus to construct a simulation to find the outlet temperature. Hint: If this compressor were operating at 100% efficiency, it would use that 7500 J/s of power to compress the gas to a higher pressure than 30 bar. Although you do not yet know the basis for this observation, the fact is that this compressor's "isentropic efficiency" is much less than one. By default, AspenPlus will simulate a compressor with an isentropic efficiency of one. In order for you to determine the outlet temperature using AspenPlus, you will have to perform a design calculation where you vary the isentropic efficiency of the compressor to achieve the specified outlet pressure