tooth) a small air bubble (0.45) mm in diameter found in a sample of blood plasma in a capillary tube as illustrated in the figure. Calculate the pressure inside the bubble when:- 1) Located just below the surface of the blood plasma sample. 2) The blood plasma lies at a depth of (3.6 cm) in the sample. Note that the density of the plasma (g/ml is 1.025), the surface tension of the plasma (N/im 0.073) and the atmospheric pressure (P = 1,013 x 105 Pa) 2

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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tooth) a small air bubble
(0.45) mm in diameter
found in a sample of
blood plasma in a
capillary tube as
illustrated in the figure.
Calculate the pressure
inside the bubble
when:-
1) Located just below
the surface of the blood
plasma sample.
2) The blood plasma lies
at a depth of (3.6 cm) in
the sample. Note that
the density of the
plasma (g/ml is 1.025),
the surface tension of
the plasma (N/im 0.073)
and the atmospheric
pressure
(P = 1,013 x 105 Pa)
2
1
P
P
N
Transcribed Image Text:tooth) a small air bubble (0.45) mm in diameter found in a sample of blood plasma in a capillary tube as illustrated in the figure. Calculate the pressure inside the bubble when:- 1) Located just below the surface of the blood plasma sample. 2) The blood plasma lies at a depth of (3.6 cm) in the sample. Note that the density of the plasma (g/ml is 1.025), the surface tension of the plasma (N/im 0.073) and the atmospheric pressure (P = 1,013 x 105 Pa) 2 1 P P N
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