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Increasing Your Word Power – Decibel
One of the most difficult-to-understand terms for newcomers (and even experienced enthusiasts) in audio and sound reproduction is the decibel, partly because it’s a measure of relative intensity or power in both acoustics and electrical circuits.
One “Bel,” named in honor of the brilliant inventor and communications pioneer Alexander Graham Bell, represented the relative reduction in audio level that a mile of telephone cable imposed on the telephone audio signal (and you were worried about 30 or 40 feet of speaker cable!).
It became shortened to “decibel”, which represents one-tenth of 1 bel (1 bel = 10 decibels). So, a decibel expresses relative intensity, and it’s logarithmic in nature, based on multiples of 10. In view of its logarithmic scale the decibel is able to conveniently represent very large ratios in terms of manageable numbers as well as providing the ability to carry out multiplication of ratios by simple addition and subtraction.
When we use the term dB by itself it represents a ratio of two different values, not an actual value.
dB = log (P2/ P1)
However, it can represent an actual value when one of the numbers in the formula is a reference value.
dBm – referenced to 1 milliwatt across 600 ohms
dBu – referenced to .775 volts (unloaded)
dBW – referenced to 1 watt
dBK – referenced to 1,000 watts
dBSPL – referenced to 20 micropascals (threshold of human hearing)
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