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where m& is the mass flow rate (kg/s), Q is the cycle thermal power (kW) and qad is the specific heat addition to the cycle (kJ/kg), and electric power from: P = m& w net (3-58) where m& is the mass flow rate (kg/s), P is the cycle electric power (kW) and wnet is the cycle specific net work (kJ/kg). However, usually cycle power is known and the mass flow rate needs to be evaluated. Therefore, if the power is specified the cycle subroutines iterate on the mass flow rate given the power. Two options are available. If the thermal power is fixed (IPOWER 1) the mass flow rate is evaluated from the following formula: m& = qQ ad (3-59) If the electric power is specified (IPOWER 3) the mass flow rate is calculated from m& = wP net (3-60) The first values of qad and wnet are established based on the initial guess of mass flow rate. The new pressure drops are compared to the old pressure drops and the new mass flow rate or power is compared to the old mass flow rate or power. If the difference is smaller than the specified tolerance the cycle efficiency is estimated based on the calculated state points from the following two formulas: η=1− qout qad η=wt−wc qad (3-61) (3-62) 64PDF Image | Supercritical Carbon Dioxide Cycle for Next Generation Nuclear Reactors
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