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Acoustics : sound fields, transducers and vibration / Leo L. Beranek, Tim Mellow.

O'Reilly Online Learning: Academic/Public Library Edition Available online

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Format:
Book
Author/Creator:
Beranek, Leo L., author.
Mellow, Tim J., author.
Language:
English
Subjects (All):
Electro-acoustics.
Sound--Recording and reproducing.
Sound.
Physical Description:
1 online resource (902 pages)
Edition:
Second edition.
Place of Publication:
London, England : Academic Press, [2019]
System Details:
text file
Summary:
Acoustics: Sound Fields, Transducers and Vibration, Second Edition guides readers through the basics of sound fields, the laws governing sound generation, radiation, and propagation, and general terminology. Specific sections cover microphones (electromagnetic, electrostatic, and ribbon), earphones, and horns, loudspeaker enclosures, baffles and transmission lines, miniature applications (e.g. MEMS microphones and micro speakers in tablets and smart phones), sound in enclosures of all sizes, such as school rooms, offices, auditoriums and living rooms, and fluid-structure interaction. Numerical examples and summary charts are given throughout the text to make the material easily applicable to practical design. New to this edition: A chapter on electrostatic loudspeakers A chapter on vibrating surfaces (membranes, plates, and shells) Readers will find this to be a valuable resource for experimenters, acoustical consultants, and to those who anticipate being engineering designers of audio equipment. It will serve as both a text for students in engineering departments and as a valuable reference for practicing engineers. Provides detailed acoustic fundamentals, enabling better understanding of complex design parameters, measurement methods and data Extensive appendices cover frequency-response shapes for loudspeakers, mathematical formulas and conversion factors
Contents:
Front Cover
ACOUSTICS: SOUND FIELDS, TRANSDUCERS AND VIBRATION
Cover Details
Copyright
CONTENTS
PREFACE TO THE SECOND EDITION
PREFACE TO THE FIRST EDITION
ACKNOWLEDGMENTS
One - Introduction and terminology
I: INTRODUCTION
1.1 A LITTLE HISTORY
1.2 WHAT IS SOUND?
1.3 PROPAGATION OF SOUND THROUGH GAS
1.4 MEASURABLE ASPECTS OF SOUND
PART II: TERMINOLOGY
1.5 GENERAL
Acoustic
Acoustical
Imaginary unit
Harmonically varying quantity
Instantaneous value
Root mean square value
1.6 STANDARD INTERNATIONAL (SI) UNITS
1.7 PRESSURE AND DENSITY
Static pressure (P0)
Microbar (μbar)
Instantaneous sound pressure [p(t)]
Effective sound pressure (prms)
Density of air (ρ0)
1.8 SPEED AND VELOCITY
Speed of sound (c)
Instantaneous particle velocity (particle velocity) [u(t)]
Effective particle velocity (urms)
Instantaneous volume velocity [U(t)]
1.9 IMPEDANCE
Acoustic impedance (ZA) (American standard acoustic impedance)
Specific acoustic impedance (Zs)
Mechanical impedance (ZM)
Characteristic impedance (ρ0c)
1.10 INTENSITY, ENERGY DENSITY, AND LEVELS
Sound intensity (I)
Sound energy density (D)
Electric power level or acoustic intensity level
Sound pressure level
Intensity level (IL)
Acoustic power level (PWL)
Sound level
Band power level (PWLn)
Band pressure level (BPLn)
Power spectrum level
Pressure spectrum level
NOTES
Two - The wave equation and solutions
III: THE WAVE EQUATION
2.1 INTRODUCTION
2.2 DERIVATION OF THE WAVE EQUATION
2.2.1 The equation of motion
2.2.2 The gas law
2.2.3 The continuity equation
2.2.4 The wave equation in rectangular coordinates
2.2.5 The wave equation in cylindrical coordinates.
2.2.6 The wave equation in spherical coordinates
2.2.7 General one-dimensional wave equation (Webster's equation) [6]
IV: SOLUTIONS OF THE WAVE EQUATION IN ONE DIMENSION
2.3 GENERAL SOLUTIONS OF THE ONE-DIMENSIONAL WAVE EQUATION
2.3.1 General solution
2.3.2 Steady-state solution
2.4 SOLUTION OF WAVE EQUATION FOR AIR IN A TUBE TERMINATED BY AN IMPEDANCE
Particle velocity
Transmitted and reflected pressures
Impedance
Impedance measurement
Rigid termination (infinite impedance)
Sound pressure
Specific acoustic impedance
2.5 IMPEDANCE OF A CLOSED TUBE USING THE INHOMOGENEOUS WAVE EQUATION
Boundary conditions
Solution of the inhomogeneous wave equation for a closed tube
Impedance of the closed tube
Expansions for cot and csc
2.6 IMPEDANCE OF AN OPEN TUBE USING THE INHOMOGENEOUS WAVE EQUATION
Solution of the inhomogeneous wave equation for an open tube
Impedance of the open tube
Expansion for tan
2.7 SOLUTION OF WAVE EQUATION FOR AIR IN A TUBE FILLED WITH ABSORBENT MATERIAL
2.8 FREELY TRAVELING PLANE WAVE
2.9 FREELY TRAVELING CYLINDRICAL WAVE
2.10 FREELY TRAVELING SPHERICAL WAVE
V: SOLUTIONS OF THE HELMHOLTZ WAVE EQUATION IN THREE DIMENSIONS
2.11 RECTANGULAR COORDINATES
The plane wave equation in x
The plane wave equation in y
The plane wave equation in z
2.12 CYLINDRICAL COORDINATES
The radial equation in w
The azimuthal equation in φ
The axial equation in z
2.13 SPHERICAL COORDINATES
The radial equation in r
The inclination equation in θ
The azimuth equation in φ
Three - Electromechanoacoustical circuits.
VI: MECHANICAL CIRCUITS
3.1 INTRODUCTION
3.2 PHYSICAL AND MATHEMATICAL MEANINGS OF CIRCUIT ELEMENTS
3.3 MECHANICAL ELEMENTS
Mechanical impedance ZM and mechanical admittance YM
Mass MM
Mechanical compliance CM
Mechanical resistance RM and mechanical conductance GM
Mechanical generators
Levers
Simple lever
Floating lever
VII: ACOUSTICAL CIRCUITS
3.4 ACOUSTICAL ELEMENTS
Acoustic mass MA
Acoustic compliance CA
Acoustic resistance RA and acoustic conductance GA
Acoustic generators
Mechanical rotational systems
VIII: TRANSDUCERS
3.5 ELECTROMECHANICAL TRANSDUCERS
Electromagnetic-mechanical transducer
Electrostatic-mechanical transducer
3.6 MECHANOACOUSTIC TRANSDUCER
3.7 EXAMPLES OF TRANSDUCER CALCULATIONS
IX: CIRCUIT THEOREMS, ENERGY, AND POWER
3.8 CONVERSION FROM ADMITTANCE-TYPE ANALOGIES TO IMPEDANCE-TYPE ANALOGIES
3.9 THÉVENIN'S THEOREM
3.10 TRANSDUCER IMPEDANCES
Transmission matrix for an electrical two-port network
Transmission matrix for an electromagnetic-mechanical transducer
Impedance matrix for an electromagnetic-mechanical transducer
Transmission matrix for an electrostatic-mechanical transducer
Impedance matrix for an electrostatic-mechanical transducer
Analogous circuits for the two-port network using z-parameters [12]
Four - Acoustic components
4.1 INTRODUCTION
X: ACOUSTIC ELEMENTS
4.2 ACOUSTIC MASS (INERTANCE)
Tube of medium diameter
4.3 ACOUSTIC COMPLIANCES
Limitations on an acoustic compliance
Series acoustic compliance
4.4 ACOUSTIC RESISTANCES
Tube of small diameter [0.005&lt
l&lt
radius a (in meters)&lt
0.002/f] [1]
Narrow slit [2] [t (in meters)&lt
0.003/f]
4.5 CAVITY WITH HOLES ON OPPOSITE SIDES-MIXED MASS-COMPLIANCE ELEMENT.
4.6 INTERMEDIATE-SIZED DUCTS-MIXED MASS-RESISTANCE ELEMENTS
Medium tube [a (in meters) 0.01/f and a &lt
10/f] [3,4]
Medium slit [t (in meters) 0.02/f and t&lt
20/f] [5]
4.7 PERFORATED SHEET-MIXED MASS-RESISTANCE ELEMENT [A (IN METERS) 0.01/F AND A&lt
10/F] [3,4]
Definition of Q
4.8 ACOUSTIC TRANSFORMERS
Junction of two pipes of different areas
Two pipes of different areas joined by an exponential connector [6]
XI: ELEMENTARY REFLECTION AND RADIATION OF SOUND
4.9 REFLECTION OF A PLANE WAVE FROM A PLANE
4.10 RADIATION FROM A PULSATING SPHERE
Radiation impedance
4.11 RADIATION FROM A MONOPOLE POINT SOURCE (SIMPLE SOURCE)
Pressure and particle velocity
Strength of a point source [6]
Intensity at distance r
4.12 COMBINATION OF POINT SOURCES
Two point sources
Linear array of point sources
4.13 STEERED BEAM-FORMING ARRAY OF POINT SOURCES
4.14 DIPOLE POINT SOURCE (DOUBLET)
Near-field and far-field
4.15 RADIATION FROM AN OSCILLATING SPHERE
Near-field pressure
Far-field pressure
XII: DIRECTIVITY INDEX
4.16 DIRECTIVITY INDEX AND DIRECTIVITY FACTOR
Directivity factor [Q(f)]
Directivity index [DI(f)]
Calculation of Q(f) and DI(f)
XIII: RADIATION IMPEDANCES
4.17 PULSATING SPHERE
4.18 OSCILLATING SPHERE
4.19 PLANE CIRCULAR PISTON IN INFINITE BAFFLE
Approximate analogous circuits
Low- and high-frequency approximations
4.20 PLANE CIRCULAR FREE DISK
4.21 PLANE CIRCULAR PISTON RADIATING FROM ONE SIDE ONLY IN FREE SPACE
XIV: VISCOUS AND THERMAL LOSSES
4.22 SOUND IN LOSSY TUBES
4.23 WAVE EQUATION FOR AN INFINITE LOSSY TUBE
Assumptions
Categories
The momentum conservation equation
Thermal conduction (entropy) and the gas law
Solution of the velocity and temperature radial equations.
Mass conservation and Helmholtz wave equation
Dynamic density
Dynamic compressibility
Wave number and characteristic impedance
4.24 FINITE LOSSY TUBES
A two-port network for a finite tube of any length [13]
A two-port network for a short finite tube
A two-port network for a short finite tube using approximate discrete elements
Regimes for an open-ended tube
Ultra-narrow tube
REFERENCES
Five - Microphones
XV: GENERAL CHARACTERISTICS OF MICROPHONES
5.1 PRESSURE MICROPHONES
5.2 PRESSURE-GRADIENT MICROPHONES
5.3 COMBINATION OF PRESSURE AND PRESSURE-GRADIENT MICROPHONES
XVI: PRESSURE MICROPHONES
5.4 ELECTROMAGNETIC MOVING-COIL MICROPHONE (DYNAMIC MICROPHONE)
General features
Construction
Electro-mechano-acoustical relations
Performance
5.5 ELECTROSTATIC MICROPHONE (CAPACITOR MICROPHONE)
Electromechanical relations
Analogous circuits
Acoustical relations
XVII: PRESSURE-GRADIENT MICROPHONES
5.6 ELECTROMAGNETIC RIBBON MICROPHONES
Analogous circuit
XVIII: COMBINATION MICROPHONES
5.7 ELECTRICAL COMBINATION OF PRESSURE AND PRESSURE-GRADIENT TRANSDUCERS
5.8 ACOUSTICAL COMBINATION OF PRESSURE AND PRESSURE-GRADIENT MICROPHONES
5.9 DUAL-DIAPHRAGM COMBINATION OF PRESSURE AND PRESSURE-GRADIENT MICROPHONES
Omnidirectional performance
Bidirectional performance
Unidirectional performance
Condition for equal sensitivity in all three switch positions
Condition for stability
Six - Electrodynamic loudspeakers
XIX: BASIC THEORY OF ELECTRODYNAMIC LOUDSPEAKERS
6.1 INTRODUCTION
6.2 CONSTRUCTION [2]
6.3 ELECTRO-MECHANO-ACOUSTICAL CIRCUIT
Voice-coil velocity at medium and low frequencies
Voice-coil velocity at low frequencies.
6.4 POWER OUTPUT.
Notes:
Includes bibliographical references and index.
Description based on print version record.
ISBN:
9780128152287
0128152281
OCLC:
1126569977

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