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Sound - What Is It?

Sound Waves
Sound Waves
Octaves and Harmonics
Octaves and Harmonics
SPL
SPL
Imaging
Imaging

A Sound wave can be described by two basic characteristics, the speed of the vibration (Frequency), and the extent of the vibration (Amplitude).

When a speaker moves forward, backward and back to its original position, this is called a cycle. Frequency is determined as to the number of cycles per second. It is labeled Hertz (Hz) after an early scientist in the field of acoustics. Diagram 1 is a graphical representation of a sound wave. The top half of the curve is where pressure increases, the bottom half is the decreasing of the pressure.

It has been determined that sound travels through air at sea level at a speed of 1128 feet per second. The wavelength is the distance a sound travels in one cycle. This distance can be determined by dividing 1128 by frequency. With this formula we determine that a 20 Hz note is 56.4 feet long. On the other hand a 20kHz (20,000 Hz) is .056 feet which is about 5/8 of an inch. Understanding this relationship between distance and soundwaves will be important in understanding how we hear, and therefore how to properly set up a sound system.

Yet another description of the soundwave is phase. Phase refers to the pressure change of the soundwave at a certain time and place. Once again, refer to diagram 1, and see how the first part of the curve is above the zero line. This is known as positive phase (increase of pressure). When the curve is below the zero line, it is known as negative phase (decrease of pressure). When Two or more waves combine the combination can be referred to as being in phase or out of phase. In phase means that the soundwaves are combining to form a wave that is larger than either of the two. When the waves are out of phase, meaning the phase of one wave is positive and the other is negative, they will subtract from each other, therefore reducing the pressure level. Soundwaves are constantly interacting with one another and creating what is known as a complex wave. All musical instruments create complex sound waves. The instruments combine waves to create the sound that makes them unique.

Electronics

Electrons
Electrons
Current
Current
Potential
Potential
Resistance
Resistance
Power
Power
AC/DC
AC/DC
Resistors
Resistors
Capacitors
Capacitors
Inductors
Inductors
Semiconductors
Semiconductors
Atoms are made up of three smaller particles; protons, electrons, and neutrons. Electrons have a unit negative charge, protons have a unit positive charge, and neutrons have no charge. Usually there are an equal number of protons and electrons in an atom yielding a net zero charge. When some kind of energy (electromagnetic, chemical, etc.) is applied, some of the electrons may be broken free, thus leaving an imbalance of protons and electrons in the atom. This will result in the atom having a net positive charge

Speakers

Excursion
Excursion
Power Handling
Power Handling
Thiele/Small
Thiele/Small

How loud a speaker can play depends on how much air it can move without overheating. How much air can be moved is determined by the surface area of the cone and the excursion capability of the motor system.

Xmax is defined as the width of the voice coil that extends beyond the front plate (See Diagram 2). This relates to how far the speaker can move in either direction without appreciable distortion.The amount of power required to move a speaker to its maximum excursion is referred to as the displacement limited power handling. Please note that this number varies with enclosure size and frequency.

Glossary

Decibel
Decibel
Damping Factor
Damping Factor
Driver Volume
Driver Volume
Enclosure Volume
Enclosure Volume
Hertz (Hz)
Hertz (Hz)
Impedance
Impedance
Net Volume
Net Volume
Power Handling
Power Handling
Sealed Volume
Sealed Volume
Vented Volume
Vented Volume
Volume
Volume
Xmax
Xmax
Wiring
Wiring
The basic unit of measurement in electronic and acoustic work. It is a logarithmic scale to express the difference between two values. For simplicity, it can be regarded as a measure of relative loudness; for example, in frequency response measurements.
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