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Pressure clicker question (Nov. 2): Points A and B are on the bottom of a container of water, at the same depth below the surface of the water. The pressure is higher at point
A. point A
B. point B
C. Pressures are equal at A and B
A BPascal’s principle
Archimedes’ clicker question (Nov. 2):A solid metal cylinder is suspended from a spring scale, which reads 20 N. The cylinder is lowered into water, so it is submerged. The reading on the scale is
A. > 20 N
B. = 20 N
C. < 20 N
04/21/23 A. PH 105
PH 105-003/4 ----Monday, Nov. 5, 2007
Homework: PS 11 (Ch. 11) due Wednesday (Nov. 7)PS 12, Chapter 14, is due Nov 14.
Chapter 14: Fluids (review)Pressure = Force/AreaPascal’s principle P = g h
Archimedes’ Principle: Buoyant force = weight of displaced fluid.
Equation of continuity: A1v1 = A2v2
Example: Garden hose has r = 1 cm, narrowing to r = 0.5 cm at nozzle. If nozzle velocity is 10 m/s, what is the water velocity in the hose?
A. Equation of continuity: A1v1 = A2v2
Bernoulli’s Equation: p+½v2 + g y = constantTorricelli’s theorem:
v of water stream from hole in container.
Clicker question (Nov. 5): The New Orleans superdome has air velocity v =0 below the roof, but v = 100 m/s above the roof. The pressure will be larger
A. below the roof
B. above the roof
C. same above and below
v = 100 m/s
v’ ~ 0
p+½v2 = p’+½v’2
Clicker question #2 (Nov. 5): The New Orleans superdome still has air velocity v =0 below the roof, but v = 100 m/s above the roof. The pressure pressure difference p’-p is (in N/m2)
A. below the roof
B. above the roof
C. same above and below
v = 100 m/s
v’ ~ 0
p+½v2 = p’+½v’2
= 1.2 m/kg2
Clicker question #2 (Nov. 5, not done): The New Orleans superdome still has air velocity v =0 below the roof, and v = 100 m/s above the roof. The pressure difference p’-p is (in N/m2)
6000
100
v = 100 m/s
v’ ~ 0
p+½v2 = p’+½v’2
= 1.2 m/kg2
Bernoulli’s Equation: p+½v2 + g y = constantTorricelli’s theorem:
v of water stream from hole in containerv2 = 2 g h (same as falling object)!
Chapter 15: OscillationsMass on spring:GUESS x = A sin ( t)
2 = k / m