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PSD Spectrum
Acceleration time history
)(tA
Fourier transform of




 dtetAfA ftj 2
)()(
Power Spectral Density



 dffAPSD 2
)(
Code: psd[i] =
Math.sqrt(2.0*accFamp[i]*accFamp[i]*df*0.0001)/9.8*1000000.;//micro G/sqrt(Hz)
In terms of dB
2
2
10
sec/1
))
)(
((log10
mAwhere
df
A
fA
PSD
ref
ref
dB


PSD_rms = Root-Mean-Square(PSD)*sqrt(1.6*(f2-f1)) for frequency range (f1~f2)
PSD_rms = Root-Mean-Square(PSD)*sqrt(f2-f1) for frequency range (f1~f2)

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Power spectral density

  • 1. PSD Spectrum Acceleration time history )(tA Fourier transform of      dtetAfA ftj 2 )()( Power Spectral Density     dffAPSD 2 )( Code: psd[i] = Math.sqrt(2.0*accFamp[i]*accFamp[i]*df*0.0001)/9.8*1000000.;//micro G/sqrt(Hz) In terms of dB 2 2 10 sec/1 )) )( ((log10 mAwhere df A fA PSD ref ref dB   PSD_rms = Root-Mean-Square(PSD)*sqrt(1.6*(f2-f1)) for frequency range (f1~f2) PSD_rms = Root-Mean-Square(PSD)*sqrt(f2-f1) for frequency range (f1~f2)