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More on Fluids and pressure
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Fluids vs Solids Solid: Has a definite shape and volume Fluids:
Includes liquids and gases Take on the shape of their container (no definite volume) Liquids: no definite shape but have a definite volume Gases: no definite shape or volume
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Fluids vs Solids β Particle Model
-Neatly arranged -Strong forces of attraction between particles (physical bonds) -No real movement of particles -Close together but not as structured as a solid -Weak forces of attraction between particles -Particles can slide over each other -Far apart -No forces of attraction between particles -Move a lot!
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Compressible vs Incompressible Fluids
Their volume can be changed as a response to pressure They can be squished Incompressible fluids Their volume does not change as a response to pressure They cannot be squished
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Compressible vs Incompressible
Add Pressure Compressible! Add Pressure Incompressible!
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Pressure Pressure is the result of a force applied in a perpendicular fashion to a surface Pressure is therefore affected by: The amount of force applied Increased force = The surface area Increased surface area = Increased pressure Decreased pressure
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π= πΉ π΄ Pressure P is pressure, usually measured in Pascals (Pa)
π= πΉ π΄ P is pressure, usually measured in Pascals (Pa) F is force measured in Newtons (N) A is the surface area measured in m2
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Pressure In m2 π= πΉ π΄ A= π 2 10N A= (0.4π) 2 A= 0.16π 2
1) What is the pressure exerted by the following box? In m2 π= πΉ π΄ A= π 2 10N A= (0.4π) 2 A= 0.16π 2 π= 10π 0.16 π 2 40cm π=62.5ππ 40cm
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Pressure In m2 π= πΉ π΄ A= π 2 A= (0.2π) 2 10N A= 0.04π 2
2) What is the pressure exerted by the following box? In m2 π= πΉ π΄ A= π 2 A= (0.2π) 2 10N A= 0.04π 2 π= 10π 0.04 π 2 20cm π=250ππ 20cm
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Pressure Area β Pressure β 10N 10N π=62.5ππ π=250ππ
If we keep the force the same but change the surface areaβ¦. 10N 10N Area β Pressure β 20cm 40cm 20cm 40cm π=62.5ππ π=250ππ
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Pressure and Fluids In incompressible fluids (aka liquids) pressure is a result of the force exerted by the mass of the particles The more liquid above an object, the more mass above the object, therefore the more force exerted and the greater the pressure Pressure is also dependent on density β density = β pressure
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Pressure and Fluids In compressible fluids (aka gases) pressure is a result of the force exerted by the particles when they collide with an object or each other. The sum of all of these forces = pressure Pressure is dependent on the number of collisions. More collisions = higher pressure Collisions are dependent on: Number of particles Temperature Volume
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Pressure and Fluids Collisions are dependent on: Number of particles
β particles = β pressure Temperature β temperature = β pressure Volume β volume = β pressure
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If the air is exerting pressure on us all the time, why arenβt we being crushed?
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Air pressure If the air is exerting pressure on us all the time, why arenβt we being crushed? The air particles are hitting us from all sides equally and so their effects cancel each other out!
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Principles of Fluid Pressure
First Principle: Fluids move from areas of HIGH pressure to LOW pressure Think about when we breathe! This principle is also applied in the circulatory system
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Principles of Fluid Pressure
Second Principle: Pressure applied to the surface of a fluid inside a closed container gets uniformly distributed to every part of the fluid Ex: pressing on a tube of toothpaste! Or a syringe
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Principles of Fluid Pressure
Third Principle: The transfer of pressure in a fluid can increase the force involved The carjack!
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Principles of Fluid Pressure
As you press on the small piston you transfer pressure (principle 2) Letβs say 20 Pa This same pressure gets transferred to the other side but is now spread over a larger area
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Principles of Fluid Pressure
Small piston: π= πΉ π΄ π= 20π 0.1 π 2 P = 200 Pa Large piston: F=ππ΄ F= (200 Pa)(1 π 2 ) F = 200 N Force of 20N became 200N!
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Homework Textbook: p #4, 6, 7, 8, 12, 14, 16 & 21
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