DB Full Form: Know All About DB Here!

By Ritesh|Updated : October 30th, 2021

DB Full Form: The full form of dB is Decibel. A unit is expressed in logarithmic terms to express the intensity of sound. A decibel is a unit of measurement expressed as a ratio of one value of power to another on a logarithmic scale. Since it’s measured on a logarithmic scale, the measurement of the intensity of sounds is called ‘the decibel scale’, wherein dB is the SI unit. Despite being more commonly used in audio systems nowadays, it was initially coined to measure the transmission efficiencies in telephone systems. In fact, the decibel system was named in honour of Alexander Graham Bell, the telecommunications pioneer.

If you are working in the field of physics, or musical appliances such as speakers and woofers - chances are you’ve come across the abbreviation dB. If you are wondering what the full form of DB is, don’t worry, you’re in the right place. 

Table of Content

What does dB Stand for?

The unit Bel is named after AG Bell, but it is rarely used. Decibel (or one-tenth of a bel) is the most commonly used unit. The decibel can be used both in absolute terms or as a change in value, depending on the circumstance. When used as an absolute value, the unit value expresses a ratio to a particular fixed reference value. The most commonly used reference value is “volt”, and the suffix “v” is added in this case (for instance, 30 dB) 

Since decibel is represented on a logarithmic scale, it becomes extremely easy to quantify and represent large ratios and multiplied effects. The scale starts with 0 dB (as 100 = 1) and is supposed to notate the lowest audible sound. A sound of 10 dB is 10 times more powerful, while 20 dB is 1000 times more powerful, as a direct result of this logarithmic scale. If the scale was linear, a sound of 10 dB would be 10 times more powerful, while 20 dB would only be 20 times more powerful (and 0 dB would be total silence, and not the smallest audible sound!)

If the scale was linear, and not logarithmic, it would have been extremely difficult to represent large ratios. Just like scientific notations, a logarithmic scale would allow the easier representation of significantly huge changes to a quantity. It is easier to denote a change of a trillion levels high in intensity by mentioning 120 decibels. Also, multiplicative operations are significantly easier on a logarithmic scale, enabling easier calculations for acoustic engineers. 

Use cases of dB

The decibel is used in a vast array of fields.

  1. Human perception of sound - the most common use case of dB is to measure the human perception of sound. There are two different scales to measure this, a linear scale as proposed by the Weber-Fechner Law, and the logarithmic scale of decibels. Decibels are considered more useful due to their logarithmic scale
  2. Acoustics - used as a unit of sound pressure level. 
  3. Telephony and Audio - Used as a frequency weighted power for audio noise measurements. 
  4. Electronics - Absolute measures like dBm (decibels pegged to Milliwatts) and DBU are used to express power and amplitude ratios
  5. Optics, Video, and digital imaging - The relative loss/gain of decibels are used to measure link losses in optical links, and interestingly, as a measure to describe light intensity ratios.

We hope this information was useful to you. Like the full form of DB, you can learn from others our articles. This would be extremely beneficial for a banking exam.

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  • The full form of DB is the Decibel.

  • Humans are able to hear sounds from 0dB to 130 dB (depending on the frequency of the sound). However, sounds above 90 dB are damaging to the inner ear, while sounds above 120 dB do irreparable damage.

  • Human beings tend to talk at about 60 dB on average, while whispers are about 30dB.

  • While motorcycle engines do give out sounds above the recommended threshold, the sounds are muffled by accompanying parts in a fully assembled motorcycle. The sound that you end up hearing would usually be below 70 dB, making it perfectly safe for hearing.

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