Two closed bulbs of equal volume (V)
containing an ideal gas initially at pressure
pi
and temperature T1
are connected
through a narrow tube of negligible
volume as shown in the figure below. The
temperature of one of the bulbs is then
raised to T2
. The final pressure pf
is :
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no of moles of gases in each container is = PiV/RT1
So total no of moles are = 2PiV/RT1
after tube is opened the final pressure in each container becomes equal ,i.e. Pf
so no. of moles in chamber (1) now is = PfV/RT1
and in chamber (2) is = PfV/RT2
So total no. of moles is = PfV/RT1 + PfV/RT2
NOW total no of moles before and after tube opened is same cause no leaking
therefore
2PiV/RT1 = PfV/RT1 + PfV/RT2
which gives Pf = 2Pi (T2/T1+T2)
hope this helps
So total no of moles are = 2PiV/RT1
after tube is opened the final pressure in each container becomes equal ,i.e. Pf
so no. of moles in chamber (1) now is = PfV/RT1
and in chamber (2) is = PfV/RT2
So total no. of moles is = PfV/RT1 + PfV/RT2
NOW total no of moles before and after tube opened is same cause no leaking
therefore
2PiV/RT1 = PfV/RT1 + PfV/RT2
which gives Pf = 2Pi (T2/T1+T2)
hope this helps
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