For maximum propulsive efficiency it is nearly always desirable to accelerate ________ mass across a _________ velocity difference. (max/min)
For maximum propulsive efficiency it is nearly always desirable to accelerate Maximum mass across a Minimum velocity difference.
Propulsive Efficiency Ƞp is the ratio of the Thrust work to the Engine work. Mathematically Simplified,
From the above equation it can be seen that Propulsive Efficiency depends upon the exit velocity Ve and the aircraft velocity V0. When the difference is minimum Propulsive Efficiency will be high. At the same time mass flow rate (m0) must be high since the Thrust Work = m0( Ve-V0.)
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