650 likes | 654 Views
SIMPLE HARMONIC MOTION PROPERTIES OF WAVES WAVE INTERFERENCE SOUND WAVES. WAVES. Telephone TEST - 50 points. Write your set of 5 words for transmission . Write words you heard in 1 minute . Take turns . Repeat for a different phone . Describe the clarity of transmission of data
E N D
SIMPLE HARMONIC MOTION PROPERTIES OF WAVES WAVE INTERFERENCE SOUND WAVES WAVES
Telephone TEST - 50 points Write your set of 5 words for transmission . Write words you heard in 1 minute . Take turns . Repeat for a different phone . Describe the clarity of transmission of data Using : • String Phone • Shorter String Phone • Fishing line Phone • Shorter Fishing line Phone • Wire Phone • Shorter Wire Phone LABORATORY REPORT – 50 POINTS Purpose : Determine the best medium( string. Fishing line, wire) to transmit sound waves .Why ? What is the effect of the length of the medium to sound wave transmission . Materials : Data Table Conclusion :
Pendulum Motion Packet Groups of 4 • Force Analysis Of Pendulum • Sinusoidal Nature of a Pendulum • Energy analysis • Period of A Pendulum Read your topic – 20 minutes Take Notes Share your information – 5minutes /each person . Write and number all the information about pendulum regarding all subtopic on paper . Score it.
Spring Motion Packet Groups of 5 a. Hooke’s Law • Force Analysis Of Spring • Sinusoidal Nature of a Spring • Energy analysis • Period of A Spring Read your topic – 15 minutes Take Notes Share your information – 5minutes /each person . Write and number all the information about pendulum regarding all subtopic on paper . Score it.
Spring Experiment • Purpose : To determine the relation of the Force (Fs) on the stretch length (x) of the spring. To calculate the Spring constant . To calculate the period and frequency of the spring using T = 2Π m/k • Materials : Springs , 10 g , 2- 20g, 50g • Background Information and Physics Concepts 2 paragraphs about Springs IV. Diagram Set Up – Draw and label the experiment set up
SIMPLE HARMONIC MOTION • Motion that is repeating or periodic. • Two types • Spring • Hooke’s Law states that the restoring force is proportional to the displacement • F = -kx • Units: Newtons • Negative: direction of the Force is opposite the displacement.
SIMPLE HARMONIC MOTION • Stretch or compression provides three types of energy. • Max displacement • EPE = ½ k x 2 • V = 0 • A increase to max • Equilibrium position • Min x • Max KE • Max velocity • a = 0
SIMPLE HARMONIC MOTION • Horizontal springs: • EPE elastic • KE • Vertical springs: • PE gravitational • EPE elastic • KE • Conservation of energy applies • Friction or damping force
SIMPLE HARMONIC MOTION • Period of a spring • T = 2 √ m/k • Units: sec/cycle or sec/revolution or sec • f = 1 / T • Units: cycle/sec or revolution/sec or Hertz or s-1
SIMPLE HARMONIC MOTION • Simple pendulum • For small angles • Restoring force is proportional to x. • Work done is ZERO • Max PE at the highest point • Max KE at the lowest point • Period of a pendulum • T = 2 √ l/g • Units: sec/cycle or sec/revolution or sec
CW: Problems • P 471 -476 • 2,3,4,10,11,12,13,14,16a-b,20,21,32,33,34,35,,38,39,44,47,49
PROPERTIES OF WAVES • Follows a simple harmonic motion • Needs a source • Medium = matter • Matter does NOT travel only energy • Mechanical waves need a medium to travel • EM does not need a medium to travel • Pulse: single wave
CW : Two Types of Waves Venn Diagram P 459 – 460
PROPERTIES OF WAVES • Two types of waves • Transverse waves • Disturbance is perpendicular to the propagation • EM
PROPERTIES OF WAVES • Longitudinal or compressional waves • Disturbance is parallel to the propagation • Sound waves
PROPERTIES OF WAVES • Parts of the wave • Wavelength (): length of a wave measured between two consecutive identical points • Frequency (f) • Period (T) • Amplitude (A): max height of the wave
PROPERTIES OF WAVES • Crest: highest point of transverse wave • Trough: lowest point of transverse wave
PROPERTIES OF WAVES • Compression: high density portion of compressional wave • Rarefaction: low density portion of compressional wave
Wave Equation • Speed = frequency x wavelength c = f v = f • c = speed of light = 3.0 x 10 8 m/s
CW:Problems 63-70 p 474-475
WAVE INTERFERENCE • Energy travels…NOT matter • Superposition Principle: two or more waves will combine algebraically • Waves pass through without altering their shapes and size.
WAVE INTERFERENCE • Constructive: resulting wave is larger in amplitude • In phase
WAVE INTERFERENCE • Destructive: resulting wave is smaller in amplitude • Out of phase
WAVE BEHAVIOR • Determining behavior when wave reaches a boundary (interface between two medium) • Incident pulse: incoming wave • Reflected pulse: a wave bouncing off a boundary • Transmitted pulse: wave continuing through to next medium • Upright • Inverted
WAVE BEHAVIOR • Reflection: wave hits a boundary and returns • Newton’s third law • Speed and wavelength are the same • Amplitude is smaller
WAVE BEHAVIOR • Transmitted: slower than reflected and smaller wavelength • Reflected: speed and wavelength are same as incident
WAVE BEHAVIOR • Transmitted: faster and larger wavelength • Reflected: same speed and wavelength as incident
WAVE BEHAVIOR • Refraction: change in direction of waves traveling from one medium to another • Speed and wavelength changes
WAVE BEHAVIOR Diffraction: change in direction of waves as the wave passes through opening or around a barrier.
SOUND WAVES • Compressional or longitudinal wave • High pressure and low pressure region • Speed depends on medium vsolid > vliquid> vgas • Speed depends on temperature Direct relationship 343 m/s at room temperature
SOUND WAVES • Range of sound 20 to 20000 Hz • Infrasonic, audible, ultrasonic • Measured in decibels • Loudness is not intensity but related to amplitude of the wave • Energy of the wave is proportional to A2 • Intensity is power / area
STANDING WAVES • Standing waves: reflected and incident wave interact to appear to be standing • Antinodes: largest amplitude • Nodes: zero amplitude
STANDING WAVES • L = /2 • L = 2 / 2 = • L = 3 / 2 • L = 4 / 2 = 2