Foufou
Member level 5
Hi, I am doing experience on measuring the SPL of sine waves generated from computer by a simple Sound Level meter using the A weighting parameter ,
The expression of the resulting signal is 1*sin(2*pi*f*t) and f varying from 125 Hz to 8 kHz
the results are :
125:: -> 54 dB
250 Hz:: -> 69.9 dB
500Hz:: -> 86.3 db
1khz::--> 101.6dB
2kHz:: --> 111.4 dB
4kHz:: --> 120.6 dB
8kHz:: --> 101.3 dB
According to https://www.beis.de/Elektronik/AudioMeasure/WeightingFilters.html the human ear act like the A weighting filter. The frequency response gived by the above link assume that the A filter for the specifics values is given by
‘’A’’ filter :
125:: -> -16.18dB
250 Hz:: -> -8.67 dB
500Hz:: -> -3.24 dB
1khz::--> 0dB
2kHz:: --> 1.2 dB
4kHz:: --> 0.96 dB
8kHz:: --> -1.14 dB
This response shows that for the frequencies low then 1 kHz the measurements values must be attenuated for each frequency.
For frequencies high then 1 kHz the measurements must be amplified according to the values given above.
The problem is that according to the A weighted filter the measured value for the frequency 2kHz must be greater than the one measured for 4 kHz but it is not the case
The second problem is that for all the frequencies, the attenuation and amplification is not exactly the values given by the A filter ??
I really need an explication
Thank before
Added after 1 hours 18 minutes:
any one can help me it is urgent §§§
The expression of the resulting signal is 1*sin(2*pi*f*t) and f varying from 125 Hz to 8 kHz
the results are :
125:: -> 54 dB
250 Hz:: -> 69.9 dB
500Hz:: -> 86.3 db
1khz::--> 101.6dB
2kHz:: --> 111.4 dB
4kHz:: --> 120.6 dB
8kHz:: --> 101.3 dB
According to https://www.beis.de/Elektronik/AudioMeasure/WeightingFilters.html the human ear act like the A weighting filter. The frequency response gived by the above link assume that the A filter for the specifics values is given by
‘’A’’ filter :
125:: -> -16.18dB
250 Hz:: -> -8.67 dB
500Hz:: -> -3.24 dB
1khz::--> 0dB
2kHz:: --> 1.2 dB
4kHz:: --> 0.96 dB
8kHz:: --> -1.14 dB
This response shows that for the frequencies low then 1 kHz the measurements values must be attenuated for each frequency.
For frequencies high then 1 kHz the measurements must be amplified according to the values given above.
The problem is that according to the A weighted filter the measured value for the frequency 2kHz must be greater than the one measured for 4 kHz but it is not the case
The second problem is that for all the frequencies, the attenuation and amplification is not exactly the values given by the A filter ??
I really need an explication
Thank before
Added after 1 hours 18 minutes:
any one can help me it is urgent §§§