On 3/12/23 6:37 PM, Jane wrote:
> On 12/3/23 02:55, Tom Roberts wrote:
>> I said quite clearly earlier in this thread, "light [...] doesn't
>> possess an intrinsic 'frequency'."
> That is very good....but why then do you keep referring to one?
The light ITSELF does not possess an intrinsic wavelength or frequency.
But in certain physical situations one can measure those properties for
a monochromatic light beam.
>> But by using an instrument that measures the wavelength of a
>> monochromatic light beam, one can measure its wavelength.
>> Similarly, by using an instrument that measures the frequency of a
>> monochromatic light beam, one can measure its frequency.
>
> Please name such an instrument.
To measure the frequency of a monochromatic EM wave up to 10 GHz or so,
simply place a detector in the beam and count its output; its frequency
is then counts/second. To measure the wavelength of such a beam, use an
interferometer (details are more complicated).
In the infrared and above (higher frequency, smaller wavelength) we
don't have detectors that will directly measure their frequency, but one
can put two such beams onto a photodetector and measure the difference
in their frequencies up to ~10 GHz. Using multiple stages like that, one
can determine the frequency of a monochromatic visible-light beam.
Interferometers and diffraction-grating spectrometers can directly
measure the wavelength of such beams; atomic crystals can be used to
determine such wavelengths up to X-rays.
> ...but remember you just said it doesn't have a 'frequency'....so
> how can it measure something that doesn't exist?
An EM wave does not have an INTRINSIC frequency. But for a monochromatic
light beam one can use an appropriate detector to measure a frequency.
Placing detectors in differently-moving inertial frames will give
different values, so we KNOW the frequency is not intrinsic to the light
beam.
[To measure the intrinsic length of a moving rod, one
can measure it in the lab and then transform to the
rod's rest frame. An EM wave has no rest frame....]
> You should know that the only 'frequency' that has ever been
> associated with light is defined as c/lambda, which is the rate of
> emission of waves. It is not present in traveling light.
Hmmm. As I said before, all traveling waves have
frequency*wavelength=speed. Whether a monochromatic light beam is such a
traveling wave depends on how one models it. Such a beam can also be
modeled as a very large number of photons. While individual photons have
no intrinsic properties corresponding to frequency or wavelength, the
way they preserve information about their creation means that in certain
physical situations one can accurately model such a beam as a traveling
wave; in that case one can measure its frequency, wavelength, and speed.
This has been done many times, and in vacuum the speed is found to be c,
with both frequency and wavelength varying, depending on the frame used
for the measurement.
>>> Like all lengths, light's wavelength is absolute...but it
>>> certainly can change.
>>
>> Apparently you don't know what those words actually mean. In this
>> context, "absolute" means "is independent of any measurement",
>> which directly implies that it does not change.
> That's right. A rod defines an absolute spatial length, which is
> precisely the same and has the same value in all frames.
Yes. Unlike a monochromatic EM wave, a rod does have an intrinsic length
(aka its proper length). The notion "proper length" simply does not
apply to an EM wave, for the simple reason that it has no rest frame.
>> I repeat: light has neither an intrinsic frequency nor an intrinsic
>> wavelength -- both of those properties, for a given monochromatic
>> light beam in vacuum, depend on how they are measured, specifically
>> on which inertial frame the measuring instrument is at rest.
> Light has an intrinsic wavelength.
Bald claims without justification are useless. If light actually had an
intrinsic wavelength, all inertial frames would obtain that value when
they measure its wavelength; they don't.
Note also that when a monochromatic light beam enters an optical medium,
its wavelength and speed change, but measurements of its frequency do
not. This also shows that wavelength is not intrinsic to the light beam.
> In the case of a radio signal, it is the distance travelled from the
> antenna during one cycle of the applied AC.
Yes, IN THE FRAME OF THE SOURCE ANTENNA. In other frames, measuring its
wavelength can yield other values.
> That distance can be represented by a rigid rod and is therefore
> absolute and the same in all frames.
Not true. The length of that rod will depend on its rest frame, and the
relation of its rest frame to the rest frame of the antenna.
> Light doesn't have an obvious 'antenna'...so we cannot be sure what
> happens.
Light has an obvious source. Invariably atoms are the ultimate sources
of light. You attempt to make a distinction without a difference. But
yes, radio antennas can be accurately modeled classically, while the
emission of photons by atoms cannot.
> Is a prism or grating sensitive to wavelength or wave arrival
> rate...or both?
It depends on how one uses it, and how one models it.
> All lengths are absolute.
Not true. Just making a claim like this is useless without experiments
that support it. This has none.
> Light's wavelength can change but only under specific circumstances
> that you know nothing about.
Hmmm. The problem is not mine, it is in your poorly-worded statements,
and in your ignorance of actual physics.
Tom Roberts