Water flows through a horizontal pipe of which the cross – section is not constant. The
pressure is 1cm of mercury where the velocity is 0.35m/s. Find the pressure at a point
where the velocity is 0.65m/s.
Answers
Answered by
31
so here your answer for this asked question
first of all let me know you that I have changed the unit from m/s to cm/s for my convenience
Bernouli’s eqn. would be still valid here.
Therefore,
Patm + pgh + 0.5pv^2 = Constant.
Now,
1g1 + 0.5*p35^2 = 1gh + 0.5p*65^2
gh = 1*10*1 + 0.5*1*35^2 – 0.5*1*65^2
gh = 1490 cm
h = 149 cm Hg.
So the pressure at that point will be 149 cm Hg
and convert it into metre its answer will be
1.49 m Hg
first of all let me know you that I have changed the unit from m/s to cm/s for my convenience
Bernouli’s eqn. would be still valid here.
Therefore,
Patm + pgh + 0.5pv^2 = Constant.
Now,
1g1 + 0.5*p35^2 = 1gh + 0.5p*65^2
gh = 1*10*1 + 0.5*1*35^2 – 0.5*1*65^2
gh = 1490 cm
h = 149 cm Hg.
So the pressure at that point will be 149 cm Hg
and convert it into metre its answer will be
1.49 m Hg
Answered by
56
According to Bernoulli's eqn.
P + pgh + 1/2pv^2 = constant
1g+0.5p35^2=1gh+0.565^2
gh=1*10*1+0.5*1*35^2-0.5*1*65^2
gh=1490cm
h=1490/10=149cm
Or h=0.8cm of Hg.
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