Archimedes, the Greek philosopher discovered the relationship between bouyancy or the tendency to float and displaced liquid when he climbed into his.

Slides:



Advertisements
Similar presentations
REPORTED BY: Xela Alexis S. Ibarra III - NEWTON. Hydrostatics – it is the study of this branch of fluid mechanics. Pressure on the walls and dams, and.
Advertisements

Fluid mechanics. Pressure at depth In a cylindrical column of water, as in any cylinder the volume is the height x cross sectional area The density of.
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.
The Fluid States Section 13.1 Physics.
Fluid Mechanics Density is mass per unit of volume. ρ = m / V ρ = density m = mass (kg) V = volume (m 3 ) Things with low densities float in things with.
Chapter 3: States of Matter
Copyright © by Holt, Rinehart and Winston. All rights reserved. ResourcesChapter menu Buoyant Force Buoyant force is the upward force exerted on an object.
Liquids and Gasses Matter that “Flows”
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 15 Fluids. Pressure The same force applied over a smaller area results in greater pressure – think of poking a balloon with your finger and.
Motion of particles trough fluids part 2
Gravity & Free Fall.
Section 2: Floating and Sinking How can you predict whether an object will float or sink in a fluid? What is the effect of the buoyant force?
The tendency or ability of an object to float.
Fluid Mechanics Chapter 9.
Chapter 3 Section 2 Notes. Fluid  Any substance that has the ability to flow (move on its own) Two States ○ ____________  Can flow because their particles.
Fluids Review.
FORCES AND FLUIDS 8 TH GRADE PHYSICAL SCIENCE. FORCES AND FLUIDS UNIT VOCABULARY LIST FLUIDPRESSURE ATMOSPHERIC PRESSUREBUOYANT FORCE DRAG FORCESURFACE.
Buoyant Force and Archimedes Principle
Pg. 82 Floating and Sinking
The tendency or ability of an object to float.
UNIT THREE: Matter, Energy, and Earth
Floating and Sinking Think about this…
What is the relationship between buoyancy and the weight of displaced water? Archimedes’ Principle states that buoyancy is equal to the weight of the water.
3.2 friction Friction is a force that opposes motion.
Friction and Gravity.
Fluid statics or hydrostatics is the branch of fluid mechanics that studies fluids at rest. It embraces the study of the conditions under which fluids.
Fluid Mechanics Chapter 8.
Fluid Mechanics Liquids and gases have the ability to flow They are called fluids There are a variety of “LAWS” that fluids obey Need some definitions.
Fluids Archimedes’ Principle Pascal’s Law Bernoulli’s Principle
Chapter 9 Fluid Mechanics. Fluids “A nonsolid state of matter in which the atoms or molecules are free to move past each other, as in a gas or liquid.”
Force Causes Acceleration
© 2005 Pearson Prentice Hall This work is protected by United States copyright laws and is provided solely for the use of instructors in teaching their.
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.
Forces in Action What is motion? Motion is movement. Example: moving in a car. Motion is a change in position relative to a stationary reference point.
Introduction To Fluids. Density  = m/V  = m/V   : density (kg/m 3 )  m: mass (kg)  V: volume (m 3 )
Floating and Sinking.  Density is a measure of how closely packed the atoms in a substance are  Density is a physical property  All matter has measurable.
Fluid Mechanics Chapter 8. Mass Density The concentration of matter of an object, measured as the mass per unit volume of a substance. Represented by.
Floating and Sinking. Buoyancy When you pick up an object underwater it seems much lighter due to the upward force that water and other fluids exert known.
Fluids. States of Matter l Solid è Hold Volume è Hold Shape l Liquid è Hold Volume è Adapt Shape l Gas è Adapt Volume è Adapt Shape Fluids 15.
Unit 6 : Part 1 Fluids.
States of MatterSection 3 Pressure 〉 Fluids exert pressure evenly in all directions. –pressure: the amount of force exerted per unit area of a surface.
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.
Density and Buoyancy Review 1-20 study notes. 1. Density =
Using Newton’s Laws Section 4.2 Page 96. Newton’s 2 nd Law Describes the connection between the cause of a change in an object’s velocity and the resulting.
Chapter 10.4 Learning Goals
Chapter 9 Pretest Fluids
Air Resistance If you drop a feather and a cannonball at the same time, from the same height, which will hit the ground first? The cannonball of course.
Floating and Sinking Think about this… How is possible for a huge ocean liner like the Titanic to float? How is possible in a few hours for it to become.
Guided Discussion Student notes are shown in blue.
Chapter 1.2 Notes Pressure. All matter is made up of atoms and molecules. All matter is made up of atoms and molecules. Matter can exist in four states:
Introduction To Fluids. Density ρ = m/V ρ = m/V  ρ: density (kg/m 3 )  m: mass (kg)  V: volume (m 3 )
Hydraulic System.
Fluid Mechanics Chapter 8. Fluids Ability to flow Ability to change shape Both liquids and gases Only liquids have definite volume.
CHECK POINT – FLUID PHYSICS DR. BROWNE. 1.Earth’s ________________ is made of a mix of gases called ______________. 1.The molecules of air are in constant.
1. According to Archimedes principle, what happens to the buoyant force of an object that floats in water? Increases upward 2. If you displaced 200N of.
Gravity and Air Resistance. Free Fall When falling the only force acting on an object is gravity Type of force when in free fall: unbalanced force Objects.
The physics of falling In this section you will
When you catch a deep-sea fish, why does its eyes pop-out?
Section 3: Fluids Preview Key Ideas Bellringer Pressure Buoyant Force
Floating and Sinking Chapter 11 Section 2.
Forces Bingo.
Buoyant Force and Archimedes Principle
The physics of falling In this section you will
Problems Involving Drag
Jeopardy Hosted by Ms. T.
Section 3: Fluids Preview Key Ideas Bellringer Pressure Buoyant Force
Properties of Fluids.
Presentation transcript:

Archimedes, the Greek philosopher discovered the relationship between bouyancy or the tendency to float and displaced liquid when he climbed into his bathtub.

An immersed object is bouyed up by a force equal to the weight of the fluid it displaces. Bouyant force = weight of dicplaced fluid F bouyant = weight of dicsplaced fluid F = pgV

Bouyancy: Sink or Float? If the density of the block is more than the density of the water, the bouyant force is less than the weight and the block will sink Sink: d block > d water

If the density of the block is less than the density of the liquid, the bouyant force can equal the weight and the block will float. Float: d block < d water

Would a 10-cm 3 block with a density of 7.8 g/cm3 float in water? With the density of water (p water ) = 1.0 gm cm 3, just compare the densities. Since d block > d water, then the block will sink

Air Resistance If you drop a feather and a cannonball at the same time, from the same height, which will ht the ground first? The cannonball of course. The feather took longer to hit the floor because it has much more surface area bouncing against the air molecules. The air resistance slows it down.air resistance

Air resistance refers to a force that acts against relative motion of an object through a liquid or gas. It is also known as drag and acts in an opposite direction. It also directly depends on the velocity BACK

Fluids in motion often behave in complex and unpredictable ways. However, we can understand many aspects of fluid on the basis of a simple model that in many cases is reasonably realistic. The volume of liquid that flows through a pipe per unit time is easy to figure out. The rate of R of a liquid through the pipe is R = vtA/t = vA

The rate of flow is the product of the liquid speed and the cross sectional area. If the pipe size varies, the speed of a liquid also varies so as to keep R constant, so that v1A1 = v2A2 This is the equation of continuity

When a liquid is flowing in a pipe in a region where the pipe diameter gets smaller, its speed increases. A change in speed is acceleration, which means that a net force must be acting on the liquid. The liquid speed is also affected by changes in the height of the pipe. If the liquid rises, it slows down, and if the liquid falls, it speeds up. The relationship turns out to be, P 1 + pgh 1 + ½ p v 1 2 = P 2 + pgh 2 + ½ p v 2 2