Absolute and apparent magnitude

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Absolute and apparent magnitudes are not limited to visible light; they can be defined across various photometric bands, which are specified by filters that allow certain wavelength ranges. Absolute magnitude measures the intrinsic luminosity of an object but is also specific to the photometric band used for measurement. While luminosity encompasses all wavelengths, absolute magnitude does not account for all frequencies unless a bolometric magnitude is used, which considers the total intensity across all wavelengths. Measuring bolometric intensity is challenging, particularly from ground-based observations due to atmospheric interference. Understanding these distinctions is crucial for accurate astronomical measurements.
mmssm
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is that both of absolute and apparent magnitude counts only visible light?
since i found some books said absolute magnitude counts luminosity instead of intensity, where luminosity includes also the non-visible frequencies.

thank you!
 
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Welcome to PF mmssm!

mmssm said:
is that both of absolute and apparent magnitude counts only visible light?

No, you can define a magnitude in any band (range of wavelengths). In fact, magnitude is something that only makes sense IF you specify which in which photometric band that magnitude was measured. Usually a band is defined by using a filter that admits only a certain range of wavelengths, so that that is the range of wavelengths that is measured. For instance, one traditional photometric system uses three filters that define three different bands: U, B, and V (for ultraviolet, blue, and visible), each of which is centered on a different wavelength. You then have to be specific about whether you're talking about U-band, B-band, or V-band magnitudes.

Many other photometric bands exist as well. For instance in the near to mid-infrared you have the I, J, H, and K bands. You can measure the magnitude of an object in anyone of these bands.
mmssm said:
since i found some books said absolute magnitude counts luminosity instead of intensity, where luminosity includes also the non-visible frequencies.

thank you!
It's true that the absolute magnitude is a measure of the intrinsic power output (luminosity) of an object, but it's NOT true that you're measuring that output over all wavelengths. Just like the apparent magnitudes that I discussed above, absolute magnitudes are always specific to a particular photometric band, and you have to specify WHICH band it was measured in when you state an absolute magnitude.

If you do measure the intensity of a source over all wavelengths, then this is called the "bolometric" intensity , and you can define a corresponding "bolometic" magnitude that is the magnitude when all wavelengths are taken into account. However, this is usually hard to measure (especially from the ground, since not all wavelengths make it through the atmosphere).
 
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