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Sagot :
Using concepts of Carnot Cycle, we got that inventor claim is valid means the engine is possible.
We have nuclear-fuel engine power generation value=4.5hp
Also, we are given heat which is rejected to the surrounding by that engine which is equal to 15000 btu/h
We know that 1btu/h=0.00039 horsepower
Therefore 15000 btu/h=15000×0.00039 hp
15000 btu/h=5.85hp
Now, we calculate total heat addition which is given
Heat addition = Heat rejection + Power produce
Heat addition =5.85+4.5
Heat addition =10.35hp
So, Efficiency of Engine is
η = (Power Produce)/Heat addition
η=(4.5/10.35)
η=0.434
Now check the maximum efficiency can be possible by using Carnot heat engine
As we know that efficiency of Carnot heat engine given as
η = 1-[tex]T_L[/tex]/[tex]T_H[/tex]
We are given Temperature of sink =490r and Temperature of source=920r
Therefore, on putting the values,
η=1-(490/920)
η=(430/920)
η=0.467
So the efficiency of Carnot cycle is greater than the efficiency of above given engine. So this engine is possible. It means that inventor claim is valid.
Hence, inventor claim is valid and given engine is possible.
To know more about Carnot Engine, visit here:
https://brainly.com/question/13040188
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