Constant Force (F = constant)

Slides:



Advertisements
Similar presentations
Physics January
Advertisements

Chapter 14 4 Oscillations. Section 14-1: Simple Harmonic Motion A simple harmonic oscillator is any system that oscillates. An example of this is a mass.
Chapter 25 Vibrations and Waves
Vibrations and Waves. AMPLITUDE WAVELENGTH CREST TROUGH.
Dr. Jie ZouPHY Chapter 16 Wave Motion (Cont.)
Physics 101: Lecture 32, Pg 1 Physics 101: Lecture 32 Waves and Sound l Today’s lecture will cover Textbook Sections l Review: Simple Harmonic.
Chapter 13 Vibrations and Waves.  When x is positive, F is negative ;  When at equilibrium (x=0), F = 0 ;  When x is negative, F is positive ; Hooke’s.
Problmes-1.
Phy 212: General Physics II Chapter 16: Waves I Lecture Notes.
Waves Physics H.
Vibrations and Waves Chapter 11.
Kepler’s Laws. Kepler’s First Law Kepler’s Second Law.
For this section we start with Hooke’s Law. But we already learned this. (partially)
Chapter 12: Vibrations and Waves Section 1: Simple harmonic motion Section 2: Measuring simple harmonic motion Section 3: Properties of waves Section 4:
Section 2 Measuring simple harmonic motion. Amplitude, Period and Frequency.
Chapter 14 Outline Periodic Motion Oscillations Amplitude, period, frequency Simple harmonic motion Displacement, velocity, and acceleration Energy in.
Waves I Physics 2415 Lecture 25 Michael Fowler, UVa.
Chapter 14 Notes Vibrations and Waves. Section 14.1 Objectives Use Hooke’s law to calculate the force exerted by a spring. Calculate potential energy.
Chapter 11 Vibrations and Waves Phy 2053 Conceptual Questions.
For this section we start with Hooke’s Law. But we already learned this. (partially)
Oscillations (continues) Vibrating systems What we studied before? Simple harmonic motion (one mode) Mass on spring Simple pendulum (SHM for small angles)
CP Physics Chapter 12 Waves. Hooke’s Law F spring = kx During the periodic motion At equilibrium, velocity reaches a maximum (b) At maximum displacement,
1 13 Outline vibrations, waves, resonance Homework: 1, 2, 15, 30, 41, 45, 51, 64, 67, 101.
Chapter 12 VibrationsandWaves. Chapter 12 Objectives Hooke’s Law Hooke’s Law Simple Harmonic Motion Simple Harmonic Motion Elastic Potential Energy Elastic.
Spring Constant, K The constant k is called the spring constant. SI unit of k = N/m.
ALSO CALLED SIMPLE HARMONIC MOTION PERIODIC MOTION.
 How do you find the amplitude of a pendulum?  In simple harmonic motion, where is the velocity highest/lowest? Acceleration? Force?  What is the period?
Vibrations and Waves Chapter 12. Simple Harmonic Motion A motion that occurs repeatedly, vibrating back and forth over its equilibrium point. The force.
Chapter 12 Review Waves.
Chapter 25 Vibration and Waves. Simple Harmonic Motion  When a vibration or an oscillation repeats itself back and forth over the same path, the motion.
Vibrations and Waves Waves Periodic Motion Periodic motion – a motion that repeats in a regular cycle. Simple harmonic motion – results when.
Chapter 19 Vibration and Waves Herriman High Physics.
Chapter 19 Physics A First Course Vibrations, Waves, and Sound.
Chapter 16. Waves - I Waves are of three main types:
Sound and Waves. medium amplitude crest trough wavelength period.
Chapter-15 Making Waves. Objectives 1.To investigate the basic nature of waves and their properties. 2.Wave Properties: Speed, Wavelength, Frequency,
Wave Motion Types waves –mechanical waves require a medium to propagate –sound wave, water wave –electromagnetic waves not require a medium to propagate.
Chapter 11: Harmonic Motion
APHY201 1/30/ Simple Harmonic Motion   Periodic oscillations   Restoring Force: F = -kx   Force and acceleration are not constant  
The Wave part of Phys Wave Propagation A wave is a disturbance in an elastic medium which travels, or propagates through the medium. The wave.
Springs Hooke’s Law (Fs) Spring Constant (k)
Phys 250 Ch14 p1 Chapter 13: Periodic Motion What we already know: Elastic Potential Energy energy stored in a stretched/compressed spring Force: Hooke’s.
The Basics. Simple Harmonic Motion A body will undergo SIMPLE HARMONIC MOTION when the force that tries to restore the object to its rest position is.
Chapter 10 Wave Motion Chapter Opening 10.1 What are waves? 10.2 Types of waves 10.3 Description of wave 10.4 Motion of particles in waves 10.5 Describing.
Simple Harmonic Motion Repeated motion with a restoring force that is proportional to the displacement. A pendulum swings back and forth. pendulum A spring.
Waves and Energy Transfer Surf’s Up Braaaaaaaaaaaaah.
Simple Harmonic Motion (SHM)
Ch 11 Section 1 Objectives We will learn Hooke’s Law Harmonic Motion How to calculate the period for a pendulum and spring and How to calculate the speed.
SOUND
Copyright © by Holt, Rinehart and Winston. All rights reserved. ResourcesChapter menu Multiple Choice, continued Base your answers to questions 11–13 on.
Plan for Today (AP Physics 1)
Simple Harmonic Motion
Vibrations and Waves.
Physics 101: Lecture 20 Waves
QuickCheck 14.4 A block oscillates on a very long horizontal spring. The graph shows the block’s kinetic energy as a function of position. What is the.
Oscillations (continues)
Waves Chapter 16: Traveling waves
Chapter 25 Vibrations and Waves
Period 2 Question 1.
Period 2 Question 1.
Waves 1.
A vibration or disturbance that transfers energy.
Also called simple harmonic motion
Chapter 13 Objectives Explain why resonance occurs.
Physics A First Course Vibrations, Waves, and Sound Chapter 19.
Waves.
Ch. 12 Waves pgs
PHY207 – The Physics of Music
Now we will study Sound in detail!
Oscillations (continues)
Presentation transcript:

Constant Force (F = constant) Variable Force (F = -kx) Simple Harmonic Motion Uniformly Accelerated Motion

Simple Harmonic Motion Waves in general (including traveling waves and standing waves) Longitudinal Transverse Light (chapter 24) Waves on a taut string Sound

SIMPLE HARMONIC MOTION Mass on the end of a spring Mass on the end of a string (pendulum) Questions we will answer: What is the period of the oscillation? Where is the mass at a certain time? How fast is the mass moving at a certain time?

WAVES Traveling waves Standing waves Note features such as amplitude, wavelength, frequency Relate speed to wavelength and frequency Calculate the specific speed of a wave on a taut string Standing waves Know how a standing wave is produced Know different standing wave patterns for guitar strings and organ pipes (and be able to make calculations related to wavelength and frequency