From Wikipedia, the free encyclopedia

In the example of the harmonic oscillator, it seems that the dimensions are not right in the Fourier transform of the linear response function... — Preceding unsigned comment added by Arthurdenhaan ( talkcontribs) 13:04, 11 June 2015 (UTC) reply

No references cited so far; article just contains common knowledge.

Connections to susceptibility and impedance articles probably could be improved. Up to now I added links in the corresponding disambiguity pages.

-- Benjamin.friedrich 15:43, 13 December 2006 (UTC) reply

It's a small detail, but I think the Fourier transform is wrong; the plus in front of the damping constant should be a minus. I've done the maths, but it's possible I'm wrong, so if someone could check it'd be good.

Fauxhemian ( talk) 14:56, 19 August 2008 (UTC) reply

Checked the math. I got a "plus". Which definition of the Fourier transform do you use? The article assumes "Fourier transform non-unitary, angular frequency". -- Benjamin.friedrich —Preceding unsigned comment added by 132.77.4.129 ( talk) 08:52, 23 December 2010 (UTC) reply

I agree the second poster that there should probably be a plus symbol, the usual fourier transform has as argument of the exponent. You get a minus from integration by parts and another one from the integrand of the exponent. However.. it doesn't make any difference: it's a frequency, both plus and minus are equally valid solutions, the difference is simply a phase shift. -- 128.178.157.155 ( talk) 18:22, 4 May 2012 (UTC) reply

Transducer?

Isn't a transducer something that changes one form of energy to another? Yet a linear response function applies even when the form of energy that carries the signal remains the same, such as in the transfer function of an electronic filter. I haven't changed it because I can't think of a different word at the moment. 84.227.225.36 ( talk) 05:01, 7 April 2014 (UTC) reply

From Wikipedia, the free encyclopedia

In the example of the harmonic oscillator, it seems that the dimensions are not right in the Fourier transform of the linear response function... — Preceding unsigned comment added by Arthurdenhaan ( talkcontribs) 13:04, 11 June 2015 (UTC) reply

No references cited so far; article just contains common knowledge.

Connections to susceptibility and impedance articles probably could be improved. Up to now I added links in the corresponding disambiguity pages.

-- Benjamin.friedrich 15:43, 13 December 2006 (UTC) reply

It's a small detail, but I think the Fourier transform is wrong; the plus in front of the damping constant should be a minus. I've done the maths, but it's possible I'm wrong, so if someone could check it'd be good.

Fauxhemian ( talk) 14:56, 19 August 2008 (UTC) reply

Checked the math. I got a "plus". Which definition of the Fourier transform do you use? The article assumes "Fourier transform non-unitary, angular frequency". -- Benjamin.friedrich —Preceding unsigned comment added by 132.77.4.129 ( talk) 08:52, 23 December 2010 (UTC) reply

I agree the second poster that there should probably be a plus symbol, the usual fourier transform has as argument of the exponent. You get a minus from integration by parts and another one from the integrand of the exponent. However.. it doesn't make any difference: it's a frequency, both plus and minus are equally valid solutions, the difference is simply a phase shift. -- 128.178.157.155 ( talk) 18:22, 4 May 2012 (UTC) reply

Transducer?

Isn't a transducer something that changes one form of energy to another? Yet a linear response function applies even when the form of energy that carries the signal remains the same, such as in the transfer function of an electronic filter. I haven't changed it because I can't think of a different word at the moment. 84.227.225.36 ( talk) 05:01, 7 April 2014 (UTC) reply


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