Benedict_Arnold
New member
The loudest noise on the planet is, without doubt, the screaming two year old in the seat row behind you as the 747 descends andthe child's ears begin to pop.....
Benedict_Arnold said:The loudest noise on the planet is, without doubt, the screaming two year old in the seat row behind you as the 747 descends andthe child's ears begin to pop.....
abacus said:The ear processes sound in a logarithmic form not a linear form, therefore volume doubling requires 10 times the power (10db), compared to 2 times the power if it was in a linear form.
Example:
1w = 50db
10w = 60db
100w = 70db
1000w = 80db
Each 10db is a doubling of volume.
Bill
Benedict_Arnold said:I had to explain this to a safety manager who, in a new building a company I used to work for moved into, got a decibel meter and measured the over-loud fire alarms and found out they measured "only" 3 decibels above the OSHA noise limit for an industrial workplace, let alone an office.
Benedict_Arnold said:abacus said:The ear processes sound in a logarithmic form not a linear form, therefore volume doubling requires 10 times the power (10db), compared to 2 times the power if it was in a linear form.
Example:
1w = 50db
10w = 60db
100w = 70db
1000w = 80db
Each 10db is a doubling of volume.
Bill
If memory serves me right, the formula for gain in decibels is:
Gain = -20 x ln(A/B)
ln = natural or Napierian logarythm (to the base e = 2.78128 - not to the base 10)
A is the output and B is the input
SO it transpires that an increase in "loudness" of just over 3 decibels represents a doubling in "loudness".
I had to explain this to a safety manager who, in a new building a company I used to work for moved into, got a decibel meter and measured the over-loud fire alarms and found out they measured "only" 3 decibels above the OSHA noise limit for an industrial workplace, let alone an office.