so, ..exactly what is a deciBel?
hey all, im new to these parts.
i was just looking and saw a couple of threads inquiring about decibels,
a little history about me.
i currently work for the government as an audio/video engineer, i have been in the field for 15 years, and have come across many different, strange and cool set ups.
i have done work for IBM, AOL, Intel, the President of the United States and many other high profile entities.
my home system includes
Ashly parametric EQ's
Mackie 16 X 8
Raine active crossovers
QSC and ashly amps
various speakers Genelec, Tannoy, Optimus (yes i know, radio shack), Bose Meridan and Paradigm.
Shure and AKG microphones
I have been recording for just under 4 years
i am currently working on my studio
http://www.audioforums.com/forums/showthread.php?t=13097
i frequent a forum called
Audioforums.com
the reason i wanted to post here and describe the decibel was it seemed to me that some of you were struggling on the meaning of decibel
I hope this helps.
one common misconception is that 0 dB means no noise level,
I had the opprotunity to go to a demonstration where a company was showing off a compact new line array system called the Cobra System, (a very impressive system, capable of super clear and crisp distortion free 127 dB spl at well over 1 meter) that system rocked.
Either way, the "engineer" after the demonstration proceeded to tell the room that 0 decibels ment "as quiet as it can get and that there are no places on earth where there is 0 decibels" i promptly raised my hand and voiced my dissent but was shrugged off. I will not name the company for ethical reasons. however, that incident prompted me to start this thread.
Decibels are always expressed in ratios and is always a relative quanity, so a decibel is a ratio compared to a reference.
here is an example:
lets look at lengths, what if all lengths or distances were compared to a meter.
you would say, "this rope is 10 time longer than one meter"
it is the same with a decibel although the reference is sometimes applied.
say +10 dB is ten times more than the reference, which is defined as 0 dB.
decibels are logarithmic ratios
so if i want twich as much, i actually only want "6 dB more" [20*log (2)=6]
dBu, dBm, dB SPL, dBFS are expressions of decibels with defined references.
in 1960 the term dBu was introduced by the Neve Corporation, and it means decibels compared to a voltage reference of 0.775 volts.
(which is why some of your recivers have a 0 dB rating on the dial) dBm is a decibel compared to a power reference of 1 milliwatt. and dBFS is a decibel compared to full scale PCM: that is dBFS represents the highest digital level PCM can encode.
so one can see how it is possible to have negative decibels.
now if you look at dB SPL
it is a little different.
it is still a reference but a reference to the threshold of
human hearing
here is a brief history.
In the early 1900's Bell Laboratories did the most comprehensive study of human hearing ever. They decided to come up with a standard measurement of how loud we hear things. The initial idea was that they would increment the measurements by twice as loud as the previous. Each increment would be called a "Bel" out of respect for Alexander Graham Bell. The plan was to divide the Bel into 10 equal parts (the decimal system) and call each part a "deciBel". So it was established that 1 deciBel was 1/10th of twice as loud.
it goes on to explain,
A base reference was needed so that the measurement system could be used accurately. Methodic and extensive testing yielded information leading the scientists to conclude that black women, age 18-22, had the best hearing of all people. Bringing in extremely sensitive barometric pressure sensors they measured the changes in the air pressure of the room the subjects were tested in. Using a 1kHz tone they found that the quietest sound their subject could hear was at .0002 Micro-Bars pressure. This is the point that Bell Labs referenced to 0 dB-SPL (Sound Pressure Level).
one of the more interesting findings during the study was that human hearing is not linear, meaning that twice the barometric pressure does not create a sound that we perceive being twice as loud. The following chart represents the results of their findings.
0 dB-SPL @ 1kHz = .0002 Micro-Bars
10 dB-SPL @ 1kHz = .000635 Micro-Bars -OR- .0002 * 3.157 = Twice as loud
the whole article can be read here at:
http://www.ptme.com/et/audio/reference/sound/dB-SPL.htm
so in essence,
0 dB SPL represents the minimum pressure of a sound wave that can be precieved by a
human ear.
10 dB SPL is twice as loud as 0 dB SPL
and 20 dB SPL is twice as loud as 10 dB SPL.
30 dB SPL is twice as loud as 20 dB SPL and so on
so if you do the math, you find out that the loudness increases logarithmically as you go up in dB SPL.
50 dB SPL is 32 times louder than the threshold of human hearing.
60 dB SPL is 64 times louder than the threshold of human hearing.
and 120 dB SPL is 4096 times louder than the threshold of human hearing.
and 130 dB SPL is 8192 times louder than the threshold of human hearing.
you can see why it would take alot of power to get any louder.
i hope this helps.
anyway,
have a good day