Wavelength Distance between two successive condensations or rarefactions. Distance between successive identical points in the waveform. 1.

Slides:



Advertisements
Similar presentations
PHYSICS OF SOUND PHYSICS OF SOUND HEARING CONSERVATION PROGRAM 1 28 Jan 2013.
Advertisements

SOUND ENERGY, INTENSITY AND POWER The acoustic power of a sound source is the amount of sound energy produced by a source per second. Acoustic power.
Properties of Sound EQ: How does intensity, loudness, frequency and pitch affect sound waves?
Chapter 12 SOUND.
Faculty of Computers and Information Fayoum University 
All sounds are produced by the vibration of matter. If there is no vibration, there is no sound.
Copyright © 2015, 2011, 2008 Pearson Education, Inc. Chapter 8, Unit D, Slide 1 Exponential Astonishment 8.
EXAMPLE 4 Use the change-of-base formula SOLUTION 3 log 8 Evaluate using common logarithms and natural logarithms. Using common logarithms: Using natural.
The Doppler Effect A source emits a sound of constant frequency. If the apparent frequency of the source is increased which of the following is true? A.
Music Physics 202 Professor Lee Carkner Lecture 10.
Acoustics in Twenty Words or Less. What is Acoustics? The Science of Sound!
Music Physics 202 Professor Vogel (Professor Carkner’s notes, ed) Lecture 8.
Phy 202: General Physics II Ch 16: Waves & Sound Lecture Notes.
Loudness Power, intensity, intensity level,. Power and intensity Sound detector Energy: will accumulate in time Power: rate of energy transfer, stays.
The Decibel Inverse Square Law / SPL Meters AUD202 Audio and Acoustics Theory.
Lesson 3 - Logs and Levels Math Prereqs. Examples Without using your calculator, find the following: (log 10 (2) = 0.30) log 10 (10 -3 ) = log 10 (1 x.
Measurement of Sound Decibel Notation Types of Sounds
Bel One Bel = log (I 1 /I 0 ), where I 1 is the absolute measured power, and I 0 is a reference power. Reference used is usually the least sound level.
Basic Concepts: Physics 1/25/00. Sound Sound= physical energy transmitted through the air Acoustics: Study of the physics of sound Psychoacoustics: Psychological.
Logarithmic Functions and Their Graphs
Logarithms Drew Olsen, Chris Ferrer, Matt Sroga, Kevin Gilmartin.
EXAMPLE 4 Use the change-of-base formula SOLUTION 3 log 8 Evaluate using common logarithms and natural logarithms. Using common logarithms: Using natural.
Understanding Decibels
Loudness October 18, 2006 What is it?? The Process.
Pitch, Loudness, and Quality of Sound by by Rifki Irawan Rifki Irawan.
Logarithmic Functions
Warm up. 3.4 Solving Exponential & Logarithmic Equations Standards 13, 14.
Hearing Chapter 5. Range of Hearing Sound intensity (pressure) range runs from watts to 50 watts. Frequency range is 20 Hz to 20,000 Hz, or a ratio.
What should we be reading?? Johnston Johnston –Interlude - 2 piano –Interlude - 6 percussion –Chapter 7 – hearing, the ear, loudness –Appendix II – Logarithms,
Transverse Wave The direction of particle oscillation is perpendicular to the direction of wave propagation.
Chapter 17 Sound Waves: part two HW 2 (problems): 17.22, 17.35, 17.48, 17.58, 17.64, 34.4, 34.7, Due Friday, Sept. 11.
Week 2 Sound Physics, Ranges of Hearing Frequency, Wavelength, Period, Velocity Audio Engineering & Sound Production Unit code: AUD202 AUDIO & ACOUSTICS.
CH 14 Sections (3-4-10) Sound Wave. Sound is a wave (sound wave) Sound waves are longitudinal waves: longitudinal wave the particle displacement is parallel.
4.5 Apply Properties of Logarithms p. 259 What are the three properties of logs? How do you expand a log? Why? How do you condense a log?
8-4 Properties of Logarithms Check Skills You’ll Need Page 446.
Instructor: M Sc. Eng. Nagham Ali Hasan 2 nd semester 2008/2009 University of Palestine College of Applied Engineering & Urban Planning Department of Architecture,
Physics 101: Lecture 33 Sound
Copyright © 2011 Pearson Education, Inc. Exponential Astonishment.
Properties of Sound. Pitch Loudness Speed in Various Media.
1 Intensity Scales Exponents Logarithms dB dB SPL.
Sound Waves Sound A form of energy that causes molecules of a medium to vibrate back and forth in a series of compressions and rarefactions as a longitudinal.
 Consider a sound point source and the sound pulse emitted by it:  The disturbance leaves the source at the speed of sound, and in the form of a spherical.
Logarithmic Properties Exponential Function y = b x Logarithmic Function x = b y y = log b x Exponential Form Logarithmic Form.
Sound and Hearing. Basic Facts Longitudinal wave Audible range (human): 20Hz – 20,000Hz.
SPH3U. INTENSITY Waves transport energy MEASURING ENERGY DEPOSITED ON A SURFACE AREA Unit: W/m 2 whisper W/m 2 loudest1 W/m 2 pain10 W/m 2.
Physics Section 12.2 Apply the sound properties of intensity and resonance Intensity is the rate at which energy flows through a unit area perpendicular.
SOUND FUNDAMENTALS Prepared by:SHUBHAM UMAKANT GUPTA En no
Sound. Sound Intensity Intensity – the rate of energy flow through a given area.
Sound Waves  Sound is a longitudinal wave, meaning that the motion of particles is along the direction of propagation.  sound waves are divided into.
Unit F: Waves Please make a new tab in OneNote if you haven’t already!
4.11 Inverse Square Law Point Sources
Topic 4.4 Extended A – Sound intensity
8-4 Properties of Logarithms
AP Physics Section 12-1 to 12-3 Sound Properties.
Physics of Sound (continued from Lecture 8) Physics of hearing (I)
DECIBELS. DECIBELS The decibel (dB) is a logarithmic unit used to express the ratio of two values of a physical quantity, often power or intensity.
Sound and Intensity Transverse vs. Longitudinal Waves Sound Frequency
Energy flux at your eardrums
General Physics L07_Sound.ppt Energy flux at your eardrums
Intensity Waves and Sound
Warm Up Jasmine receives a 3.5% raise at the end of each year from her employer to account for inflation. When she started working for the company in.
Sound.
Laws of Exponents: Multiplication.
WORK.
Evaluate the logarithm.
All sounds are produced by the vibration of matter
SCI 340 L38 Sound Energy flux at your eardrums
Warm Up 4.4, Day 1 Graph the logarithmic function. Begin by describing the shifts. Then state the domain, range, and asymptote. Domain: ________________.
Properties of Sound EQ: How does intensity, loudness, frequency and pitch affect sound waves?
Properties of Sound EQ: How does intensity, loudness, frequency and pitch affect sound waves?
Presentation transcript:

Wavelength Distance between two successive condensations or rarefactions. Distance between successive identical points in the waveform. 1

Other terms Pressure = Force/Area; Unit: Newton/meter2 , dyne/centimeter2 or Pascal (Pa) Energy = Ability to do work; Unit: Joule Power = Energy/Time; Unit: Joule/Second or watt 2

Sound intensity in terms of power Amount of energy transmitted per second over an area of one square meter Unit: watt/meter2 or w/m2 3

Normal human hearing in terms of power Least amount of sound power that can be detected: 10-12 w/m2 or 10-16 w/cm2 Sounds that are damaging to the ear: 102 w/m2 or 10-2 w/cm2 4

Bel and Decibel 1 Bel = 10 Decibels Logarithmic units of sound intensity Bel = log (I1/I0) Decibel = one-tenth of a Bel, i.e. 1 Bel = 10 Decibels 5

Rules of exponents Xn = X x X x X …….n times X-n = 1/ Xn X0 = 1 6

Laws of Exponents Xa x Xb = X a+b Xa/Xb = X a-b ( Xa)b = Xab 7

Logarithm Question: To what power must a known base be raised to obtain a certain value? 2? = 8 23 = 8 is the same as Log28 = 3 8

Laws of Logarithms log a * b = log a + log b log a/b = log a – log b log (a)b = b * (log a) log 1/a = - log a 9

log 10 = 1 log 2 = 0.3010 log 3 = 0.48 log 7 = 0.85 10