A tyre pumped to a pressure of 3.375 atmosphere and at 27°C suddenly bursts.caculate the temperature of escaping air.given γ = 1.5.
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Answered by
9
Hey Mate..
T1γ P1 γ − 1 = T2γ P2γ − 1
⇒ ( 300T2 ) 3/2 = (3.3751) 1/2
T2 = 300 (3.375)
1/3 = 200K
= −73∘C
Thank You..
Answered by
12
Hey mate ^ _^
Solution _________
• The temperature of escaping air is :-
____
_________
T1 y P1 y - 1 = T2 y P2 y - 1
( 300 T2 ) 3/2 = ( 3.3751) 1/2
T2 = 300(3.75)
1/3 = 200 K
Into Celsius it will be.... 73°C...
Thank you
Solution _________
• The temperature of escaping air is :-
____
_________
T1 y P1 y - 1 = T2 y P2 y - 1
( 300 T2 ) 3/2 = ( 3.3751) 1/2
T2 = 300(3.75)
1/3 = 200 K
Into Celsius it will be.... 73°C...
Thank you
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