Fluid Pressure and Fluid Force

Slides:



Advertisements
Similar presentations
Applications of Integration 7 Copyright © Cengage Learning. All rights reserved.
Advertisements

Basic explanation: Hot air rises. Basic explanation: Buoyancy.
The pressure is on Which is the best design for a dam? Explain your answer. Which dam is more likely to break? Explain your answer.
Liquids.
The tendency or ability of an object to float.
Geometry Mini-Lesson 20 cubic cm 24 cubic cm 32 cubic cm 48 cubic cm
SURFACE AREA and VOLUME of RECTANGULAR PRISMS and CUBES.
AP Physics II.A – Fluid Mechanics.
Fluid Statics Pascal’s Law tells us that “Pressure at any point in a fluid is the same in all directions”. This means that any object submerged in a fluid.
1 CTC 261 Hydraulics Fluid Statics. 2 Objectives  Know the difference between absolute and gage pressure  Know how to calculate hydrostatic pressures.
Oil water Geometric Proof of Archimedes’ principal---From Pressure on a submerged surface Consider a submerged body in an oil-water layered system (shown.
Liquids.
Chapter 8 – Further Applications of Integration
Iceberg off Newfoundland Density,PressureAndBuoyancy.
Floating and Sinking.
The tendency or ability of an object to float.
Hydraulic Pumps and Cylinders
Lecture 6 – Physics Applications Mass 1 1D object: 3D object: If density varies along the length of the 1-D object (wires, rods), then use integrals to.
Faculty of Engineering
AP Physics II.A – Fluid Mechanics.
Bellwork (turn in on ½ sheet)  Finals review: What is the area of an isosceles trapezoid with a base angle of 60 degrees and bases 5 and 11? Remind me.
Static Fluids.
Physics 215 – Fall 2014Lecture Welcome back to Physics 215 Today’s agenda: Pressure Pressure as a function of depth Forces exerted on and by liquids.
Review of Fluid Properties
Chapter 10 Fluids. Units of Chapter 10 Phases of Matter Density Pressure in Fluids Atmospheric Pressure and Gauge Pressure Pascal’s Principle Measurement.
A fluid is a state of matter in which the particles are free to move around one another. No definite shape exists. The term “fluid” encompasses liquids.
L 13 Fluids [2]: Statics  fluids at rest  More on fluids.  How can a steel boat float.  A ship can float in a cup of water!  Today’s weather Today’s.
Forces due to Static Fluids
The Area Between Two Curves Lesson 6.1. When f(x) < 0 Consider taking the definite integral for the function shown below. The integral gives a ___________.
Fluids Unlike a solid, a fluid can flow. Fluids conform to the shape of the container in which it is put. Liquids are fluids the volume of which does not.
L 13 Fluids [2]: Statics  fluids at rest  More on fluids.  How can a steel boat float.  A ship can float in a cup of water!  Today’s weather Today’s.
Density Densities of some common materials SubstanceDensity (kg/m 3 ) Aluminum2700 Bone Water1000 Ice920 Saltwater1025 Blood1050 Gasoline
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.
Q14.1 The sphere on the right has twice the mass and twice the radius of the sphere on the left. Compared to the smaller sphere on the left, the larger.
The fun never stops.... Liquids and Gases can exert forces. – Examples: waves crashing, wind Liquids and Gases can exert forces. – Examples: waves crashing,
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.
Chapter 19 Liquids.
Chapter 12 Outline Fluid Mechanics Density Pressure Gauge pressure Pascal’s law Buoyancy Archimedes’ principle.
Using the “Clicker” If you have a clicker now, and did not do this last time, please enter your ID in your clicker. First, turn on your clicker by sliding.
13 Liquids Demos: Surface tension (pepper, soap) Homework:
The trough shown in the figure is 5 feet long, and its vertical cross sections are inverted isosceles triangles with base 2 feet and height.
CONCEPTUAL PHYSICS Liquids.
Fluid Pressure.
Problem The square gate AB is held in the position shown by hinges along its top edge A and by a shear pin at B. For a depth of water d = 3.5 ft,
L 13 Fluids [2]: Statics  fluids at rest  More on fluids.  How can a steel boat float.  A ship can float in a cup of water!  Today’s weather Today’s.
Lesson 7.7 Fluid Pressure & Fluid Force. Definition of Fluid Pressure The pressure on an object submerged in a fluid is its weight- density times the.
L 13 Fluids [2]: Fluid Statics  fluids at rest  More on fluids at rest  How is atmospheric pressure measured?  Buoyancy: How can a steel boat float?
L 13 Fluids - 2 Fluid Statics: fluids at rest
L 13 Fluids [2]: Statics  fluids at rest  More on fluids at rest  How is atmospheric pressure measured?  Today’s weather Today’s weather Today’s weather.
Phys 101, General Physics I. Reference Book is Fluid Mechanics A fluid is a collection of molecules that are randomly arranged and held together by weak.
Chapter 10 Fluids Pressure in Fluids Pressure is defined as the force per unit area. Pressure is a scalar; the units of pressure in the SI system.
Miss Sauer’s 7th Grade Science
Physics Section 8.2 Apply the properties of pressure
Fluids Objectives: Pressure inside fluids Hydraulic Lift
Problem 5-c The square gate AB is held in the position shown by hinges along its top edge A and by a shear pin at B. For a depth of water d = 3.5 ft,
Physics Support Materials Higher Mechanics and Properties of Matter
Chapter 12 Section 2.
3.2 Pressure and the Buoyant Force
CTC 450 Hydrostatics (water at rest).
8.3 – Applications to Physics and Engineering
HYDROSTATIC FORCES ON SURFACE
Using the “Clicker” If you have a clicker now, and did not do this last time, please enter your ID in your clicker. First, turn on your clicker by sliding.
Buoyancy.
CTC 261 Hydraulics Fluid Statics
Fluid Force Section 7.7.
CTC 261 Hydraulics Fluid Statics
Chapter 12 Section 2.
4. Pressure Forces, Buoyancy
Fluid Pressure and Fluid Force
Applications of Integration
Presentation transcript:

Fluid Pressure and Fluid Force Pressure is defined as the force per unit of area over the surface of a body. In general the pressure is proportional to the depth of the object in the fluid.

Fluid Pressure and Fluid Force Below are some common weight-densities of fluids in pounds per cubic foot. Ethyl alcohol 49.4 Gasoline 41.0–43.0 Glycerin 78.6 Kerosene 51.2 Mercury 849.0 Seawater 64.0 Water 62.4

Example 1 – Fluid Force on a Submerged Sheet Find the fluid force on a rectangular metal sheet measuring 3 feet by 4 feet that is submerged in 6 feet of water, as shown in Figure 7.69. Fluid force = F = PA = (pressure)(area). Figure 7.69

Example 2 – Buoyant Force Buoyant Force of a Rectangular Solid Defined The difference between the fluid force exerted on the top side and the fluid force exerted on the bottom side. Find the Buoyant Force of the rectangular solid shown. The top is parallel to the surface of the water. Again use F = wha

Fluid Pressure and Fluid Force

Example 3 – Fluid Force on a Vertical Surface A vertical gate in a dam has the shape of an isosceles trapezoid 8 feet across the top and 6 feet across the bottom, with a height of 5 feet, as shown in Figure 7.71(a). What is the fluid force on the gate when the top of the gate is 4 feet below the surface of the water? Figure 7.71(a)