Blood flows through a pipe, passing from the wide section with cross-sectional area A1, as shown below, into the narrow section, with cross-sectional area A2. If the speed of the water in the wide section, V1, is 2.09 m/s, and the pressure in the narrow part, P2, is 4.10 X 104 Pascals, find (a) the speed of the blood in the narrow section v2; (b) the pressure of the blood in the wide section, P1 (Density of blood = p = 1020 kg/m³ ) 2 A2= 0.237 m P, = 4.1 X 10° Pascalse 4.1 X 10* Pascals- 5.00 m V1 = 2.09 m/s P1= ? A, = 0.415 m2 %3D Young's modulus F AL =Y A L. Density: M (kg /m³) p=. V F P = A P = P, + pgh Pressure: (Ра) Buoyancy Force, B = weight in air – weight in fluid Area of a circle = A = Tr² weight = mg, where g = 9.80 m/s? Pressure: F P= (Ра) A In liquid: P= P,+pgh Buoyancy Force, B = weight in air – weight in fluid Area of a circle = A = Tr? Buoyancy force on a submerged object: B Pfluid Vokiect g Fluid flow: Flow rate Q(m³/s) VA VIA1 = V2A2 Bernoulli's Principle: P1 + pghi + ½ pvi? = P2+ pgh2 + ½ p vz?

Physics for Scientists and Engineers: Foundations and Connections
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Author:Katz, Debora M.
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Chapter15: Fluids
Section: Chapter Questions
Problem 57PQ: Water flows through a pipe that gradually descends from a height of 6.78 m to the ground. Near the...
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Blood flows through a pipe, passing from the wide section with cross-sectional area
A1, as shown below, into the narrow section, with cross-sectional area A2. If the speed
of the water in the wide section, V1, is 2.09 m/s, and the pressure in the narrow part,
P2, is 4.10 X 104 Pascals, find
(a) the speed of the blood in the narrow section v2;
(b) the pressure of the blood in the wide section, P1
(Density of blood = p = 1020 kg/m³ )
2
A2= 0.237 m
P, = 4.1 X 10° Pascalse
4.1 X 10* Pascals-
5.00 m
V1
= 2.09 m/s
P1= ?
A, = 0.415 m2
%3D
Transcribed Image Text:Blood flows through a pipe, passing from the wide section with cross-sectional area A1, as shown below, into the narrow section, with cross-sectional area A2. If the speed of the water in the wide section, V1, is 2.09 m/s, and the pressure in the narrow part, P2, is 4.10 X 104 Pascals, find (a) the speed of the blood in the narrow section v2; (b) the pressure of the blood in the wide section, P1 (Density of blood = p = 1020 kg/m³ ) 2 A2= 0.237 m P, = 4.1 X 10° Pascalse 4.1 X 10* Pascals- 5.00 m V1 = 2.09 m/s P1= ? A, = 0.415 m2 %3D
Young's modulus
F
AL
=Y
A
L.
Density:
M
(kg /m³)
p=.
V
F
P =
A
P = P, + pgh
Pressure:
(Ра)
Buoyancy Force, B = weight in air – weight in fluid
Area of a circle = A = Tr²
weight = mg,
where
g
= 9.80 m/s?
Pressure:
F
P=
(Ра)
A
In liquid: P= P,+pgh
Buoyancy Force, B = weight in air – weight in fluid
Area of a circle = A = Tr?
Buoyancy force on a submerged object: B
Pfluid Vokiect g
Fluid flow:
Flow rate Q(m³/s)
VA
VIA1 = V2A2
Bernoulli's Principle: P1 + pghi + ½ pvi? = P2+ pgh2 + ½ p vz?
Transcribed Image Text:Young's modulus F AL =Y A L. Density: M (kg /m³) p=. V F P = A P = P, + pgh Pressure: (Ра) Buoyancy Force, B = weight in air – weight in fluid Area of a circle = A = Tr² weight = mg, where g = 9.80 m/s? Pressure: F P= (Ра) A In liquid: P= P,+pgh Buoyancy Force, B = weight in air – weight in fluid Area of a circle = A = Tr? Buoyancy force on a submerged object: B Pfluid Vokiect g Fluid flow: Flow rate Q(m³/s) VA VIA1 = V2A2 Bernoulli's Principle: P1 + pghi + ½ pvi? = P2+ pgh2 + ½ p vz?
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