Properties of Fluids.

Slides:



Advertisements
Similar presentations
Chapter 13 Fluid Pressure.
Advertisements

Properties of Fluids. Buoyancy Fluid = a liquid OR gas Buoyancy = The ability of a fluid (a liquid or a gas) to exert an upward force on an object immersed.
Forces in Fluids Ch. 11.
Chapter 3: States of Matter
Chapter 7 Section 1 Fluids and Pressure
Properties of Fluids Chapter 14 Section 2. How do ships float? Despite their weight, ships are able to float. This is because a greater force pushing.
Chapter 8 Forces in Fluids
Chapter 13 Forces in Fluids.
The kinetic theory of matter can be used To explain how molecules move.
PROPERTIES OF MATTER Chapter Twelve: Properties of Matter  12.1 Properties of Solids  12.2 Properties of Fluids  12.3 Buoyancy.
Buoyancy, Density, and Water
Physical Science Unit: Forces in Fluids.
Lecture Outline Chapter 9 College Physics, 7 th Edition Wilson / Buffa / Lou © 2010 Pearson Education, Inc.
Properties of Fluids 16.2 How do ships float?
Any substance that can change shape or flow easily.
14.2 Essential Questions What is Archimedes’ principle?
Section 2 Properties of Fluids
Section 2.  How can a huge ship float? Because the force pushing up on the ship opposes the weight of the ship pushing down  Supporting force is called.
Go with the Flow How Dense are you? Floaty Force Under Pressure Famous People Hodge Podge
Bernoulli’s, Pascal’s, & Archimedes’ Principles Principles of Fluids.
Forces in Fluids Chapter 13 What is pressure? The result of a force acting over a given area. Pressure = Force/Area What label? N/m 2 1 N/m 2 is known.
CHAPTER 16 Get ready to take notes! SOLIDS, LIQUIDS & GASES.
States of Matter 4.3 Behavior of Liquids and Gases 4.3 Behavior of Liquids and Gases.
F. Properties of Fluids 1. Archimedes’ Principle a. Fluids exert an upward force on objects. It is called the buoyant force. b. The buoyant force is equal.
States of MatterSection 3 Pressure 〉 Fluids exert pressure evenly in all directions. –pressure: the amount of force exerted per unit area of a surface.
Chapter 16 – SOLIDS, LIQUIDS & GASES
Properties of Fluids 16-2.
Properties of Fluids 16.2 EQ – What are properties unique to fluids? How can I compare Archimedes’ Principle to Bernoulli’s principle? How can I calculate.
Properties of Fluids Mr Carter Science. How do ships float? The answer is buoyancy.
Forces in Fluids Chapter 13. Fluid Pressure  Section 13-1.
Forces in Fluids Section 6-1 Pressure. Forces in Fluids What is pressure?  A force pushing on a surface How do force and pressure differ?  Your downward.
Chapter 3 States of Matter. Matter and Energy Kinetic Theory: matter is made of atoms and molecules and these atoms and molecules act like tiny particles.
Chapter 3 States of Matter. Section 1: Matter and Energy Kinetic Theory  All matter is made of atoms and molecules that act like particles  The particles.
Forces and Fluids Chapter 12 BIG IDEAS Newton’s laws apply to all forces Gravity is a force exerted by all masses Friction is a force that opposes motion.
Pressure – The result of force distributed over an area – Pressure = Force(in Newton's – N)/area (m 2 ) Pascal (Pa) – SI unit for Pressure – Named after.
States of Matter Solids Liquids Gases Plasma Solids Particles are closely packed Most solids have a specific geometric arrangement Have a definite shape.
PRESSURE & BUOYANCY Ch 11. I. PRESSURE A.The force exerted on a surface divided by the area over which the force is exerted. B.Pressure = Force = Newton’s.
Lesson 2 Chapter 16. Properties of Fluids A fluid is a gas or a liquid A fluid is a gas or a liquid –despite their weight ships are able to float. –greater.
$1 Million $500,000 $250,000 $125,000 $64,000 $32,000 $16,000 $8,000 $4,000 $2,000 $1,000 $500 $300 $200 $100 Welcome.
Archimede’s Principle An object immersed in a fluid has an upward (buoyant) force equal to the weight of the fluid it displaces. F B =  gV F B = buoyant.
Buoyancy and Density Fluid  matter that flows  liquids and gases Buoyancy  The ability of a fluid to exert an upward force on an object immersed in.
SOLIDS, LIQUIDS and GASES Chapter 16. KINETIC THEORY Kinetic theory- explains how particles in matter behave -All matter is composed of small particles.
Kinetic Theory Simulation
Chapter 12: Forces and Fluids
PROPERTIES OF MATTER 12.2.
Properties of Fluids.
Physical Science 9 Chapter 16:Solids, Liquids, and Gases
Warm – Up Chapter How do particle change from a solid to a liquid? 2. What is the difference between evaporation and boiling? 3. What is sublimation?
Gas Laws.
Chapter 16 Notes.
Archimedes Principle Greek mathematician Found that buoyant force on an object is equal to the weight of the fluid displaced by the object.
Chapter 3: Section 2 Fluids.
Section 3: Fluids Preview Key Ideas Bellringer Pressure Buoyant Force
Chapter Fluid Pressure.
Characteristics of Fluids
VII. Forces in Fluids Motion & Forces Archimedes’ Principle
Properties of Fluids.
Kinetic Theory Explains how particles in matter behave
Gas Laws Lesson 2.
16.1 Kinetic Theory States of Matter: solid, liquid, gas, plasma
Fluid Properties Chapter 16 Section 2.
13.1 Fluid Pressure Pressure- force distributed over an area; Pressure= F/area Pressure in Fluids Water pressure increases as depth increases The pressure.
Properties of Fluids.
Bernoulli’s, Pascal’s, & Archimedes’ Principles
Section 3: Fluids Preview Key Ideas Bellringer Pressure Buoyant Force
Forces in Fluids.
Warm-up Page 83, 1. All fluids exert a __________. pressure Page 83, 2. The equation for pressure is: Pressure = force/area Page 83, 3. The SI unit for.
Properties of Fluids.
Bernoulli’s, Pascal’s, & Archimedes’ Principles
Properties of Fluids.
Presentation transcript:

Properties of Fluids

Fluids include two states of matter Liquids Gases What is a Fluid? Fluids include two states of matter Liquids Gases

Sink or Float? We have said that density is what determines whether an object will sink or float in a fluid. This is only part of the story! Another factor affecting this is called the buoyant force.

Buoyant Force Buoyant force (measured in Newtons) is the upward force exerted by a fluid on an immersed object. Buoyant force > weight Balloon rises Buoyant force < weight Balloon sinks Buoyant force = weight Balloon floats

Buoyant Force

Archimedes’ Principle The buoyant force on an object in a fluid equals the weight of the fluid displaced by the object.

Buoyant Force Determine whether each object will float or sink. 20 N

Calculating Buoyant Force of Water How much water does the object displace? (In other words, what is the volume of the object?) One cubic foot of water has a buoyant force of about 62.43 pounds. Multiply the volume of the object (in ft3) by 62.43 to find the buoyant force. If buoyant force is greater than the weight of the object, the object will float! If buoyant force is less than weight, the object will sink.

Example A cube weighing 500 lbs. and measuring 3x6x2 ft is dropped into water. Will it float or sink? First, find the volume (l x w x h). 3 x 6 x 2 = 36 ft3 Multiply by 62.43 lbs to find the buoyant force. Buoyant force = 2,247.5 lbs Compare buoyant force to the weight of the object. Buoyant force > weight Object will float

Viscosity Liquid’s resistance to flow Depends on the attraction between particles Stronger attraction = more viscous (does not flow easily) Can be affected by temperature

Pascal’s Principle Named for French scientist Blaise Pascal Explains how pressure is transmitted through fluids Pressure = force exerted on a specific area

Pascal’s Principle Pressure applied to a fluid is transmitted throughout the fluid Example: squeezing a tube of toothpaste

Applying Pascal’s Principle Hydraulics machines are based on Pascal’s Principle. Transmit pressure through a fluid to multiply force Save us some work Examples: hydraulic lifts, dentist chairs, hospital beds, etc.

Hydraulics You input a small amount of force over a small area The output is a large force over a large area

Hydraulics

Pascal’s Principle We can use Pascal’s Principle to calculate how much force will result from a hydraulic device Pressure = Force/Area Measured in pascals (Pa)

Pascal’s Principle Platform: F = 1000 N A = 250 m2 Plunger: F = ? A car weighing 1000 N sits on a 250 m2 platform. What force is needed on the 10 m2 plunger to keep the car from sinking? GIVEN: Platform: F = 1000 N A = 250 m2 Plunger: F = ? A = 10 m2 WORK: 1000 N = F2 250 m2 10 m2 (1000 N)(10 m2)=(250 m2)F2 F2 = 40 N

Pascal’s Principle Platform: F = 1000 N A = 5 m2 Plunger: F = ? A disgruntled cow that weighs 1000 N sits on a 5 m² piston. What force would need to be applied to a 2 m² piston? GIVEN: Platform: F = 1000 N A = 5 m2 Plunger: F = ? A = 2 m2 WORK: 1000 N = F2 5 m2 2 m2 (1000 N)(2 m2)=(5 m2)F2 F2 = 400 N

Pascal’s Principle You apply 20 N of force to a 3 m2 piston on a hydraulic car lift. What would the area of the platform have to be to lift a 2000 N car? GIVEN: WORK: Platform: F = 2000 N A = ? Plunger: F = 20 N A = 3 m2 2000 N = 20 N A1 3 m2 (2000 N)(3 m2) = (20 N)(A1) A1 = 300 m2

Exit Ticket An object weighing 56 N displaces 89 N of water. Will it sink or float? A 50 N object displaces 200 mL of water weighing 1.96 N. Draw a diagram illustrating the opposing forces on the object. Will it sink or float? A mechanic exerts 10 N of force on a 0.8 m2 piston. How much force can the large piston (area = 23 m2) support? You exert 17 N of force on the 2 m2 input piston of a hydraulic device. What must be the area of the large piston to lift 70 N?

Quiz Review Matching: Kinetic Theory of Matter Law of Conservation of Mass Law of Conservation of Energy Buoyant force Archimedes’ Principle Viscosity Pascal’s Principle

Quiz Review Archimedes’ Principle problems: Buoyant force vs. Weight Will objects sink or float? An object weighing 33 N displaces 72 N of water. Will it sink or float? A 50 N object displaces 200 mL of water weighing 1.96 N. Draw a diagram illustrating the opposing forces on the object. Will it sink or float? An object weighing 23 N is dropped into an overflow can. The displaced water is collected in a 40 N beaker. If the weight of the beaker full of water is 61 N, did this object sink or float?

Quiz Review Pascal’s Principle Problems A hydraulic hospital bed requires 10 N of force to be exerted on a 0.5 m2 piston. If the area of the bed is 5 m2, what is the maximum weight for a patient it can lift? A mechanic needs to lift a 5000 N truck. If he exerts a 30 N force on a 1 m2 piston, what must be the area of the platform the truck sits on?

Pascal’s Practice A mechanic exerts 10 N of force on a 0.8 m2 piston. How much force can the large piston (area = 23 m2) support? You exert 17 N of force on the 2 m2 input piston of a hydraulic device. What must be the area of the large piston to lift 70 N? A hydraulic lift has a 3000 N car on the 40 m2 large piston. How much force needs to be exerted on the small piston (area= 5 m2)?

Bernoulli’s Principle As the velocity (speed) of a fluid increases, the pressure of the fluid decreases.

Bernoulli’s Principle Airplane wings are designed so air (a fluid!) flows more quickly over the top of the wing. The higher speed causes lower pressure above the wing. Underneath the wing, air pressure is higher… this helps lift the airplane up. Airplane Lift