Decibel is ridiculously overloaded concept. It can be used to express and calculate relative change in power, amplitude ratios, and absolute change. All of these are different units and should always use different notation, but sometimes it's skipped.
The scientific “unit” we call the decibel
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Re: The scientific “unit” we call the decibel
#152This seems exceedingly ignorant of the work decibels do in telecommunications, RF and fibre engineering. The voltage vs power relationship is something that exists and is a core memory of beginner blunders in the field, but it boils down to a simple 10 vs 20 division operation. Besides that, the decibel simplifies a lot of multiplying very small and very big numbers to summing of two-digit numbers that you can do in…
Re: The scientific “unit” we call the decibel
#153This seems exceedingly ignorant of the work decibels do in telecommunications, RF and fibre engineering. The voltage vs power relationship is something that exists and is a core memory of beginner blunders in the field, but it boils down to a simple 10 vs 20 division operation. Besides that, the decibel simplifies a lot of multiplying very small and very big numbers to summing of two-digit numbers that you can do in…
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Re: The scientific “unit” we call the decibel
#154This seems exceedingly ignorant of the work decibels do in telecommunications, RF and fibre engineering. The voltage vs power relationship is something that exists and is a core memory of beginner blunders in the field, but it boils down to a simple 10 vs 20 division operation. Besides that, the decibel simplifies a lot of multiplying very small and very big numbers to summing of two-digit numbers that you can do in…
This is not a criticism of how useful they are in calculations.
Re: The scientific “unit” we call the decibel
#155Re: The scientific “unit” we call the decibel
#156Earlier quoted context omitted.
Well 10 millimetres of rain is different that 10 millimetres thickness for say branch...
Could you elaborate on this? If 10mm rain falls, and you have an open collection container, then the depth of the water in that container would be more, less, or the same as the thickness of the branch?
Re: The scientific “unit” we call the decibel
#157Earlier quoted context omitted.
> makes me really doubt that the OP has any practical experience about the things they're talking about. Maybe not, but you can get used to many odd things given enough experience. I totally share the authors view. I don't usually have trouble grasping the definition of a unit, but dBs are just hilariously overloaded. The same symbol can literally mean one of two dimensionless numbers, or one of who knows how many ph…
This like arguing that aspect ratios are stupid and wrong because sometimes they apply to a screen which is really big and sometimes it's really small and sometimes they apply to a physical print or a photo or a billboard or a vintage TV and sometimes it's a jpg or a PNG. Aspect ratio is a ratio. It can be a ratio between pixel counts, or between print dimensions, or physical display dimensions. All of which are usef…
Re: The scientific “unit” we call the decibel
#158Earlier quoted context omitted.
You could have log Watts or something, it doesn't have to be dB to be logarithmic.
We have a unit for that. It's dBm and very easy to grasp. 0 dBm is 1 mW, every 10 dBm is an order of magnitude more (10 dBm = 10 mW). dB is only confusing if people omit which quantities they are relating. If it's clear like in the case of dBm which relate to 1 mW, it's an awesome tool.
Re: The scientific “unit” we call the decibel
#159Earlier quoted context omitted.
As I've said in the other comment, I believe this should be ultimately addressed by the SI.
I would agree. Right now what we've got is basically "millis", and you just have to know whether the speaker is talking about length or mass. I like your proposal.
Re: The scientific “unit” we call the decibel
#160Earlier quoted context omitted.
dB for sound in particular aligns with human experience. The (10 -) 1-10 on a volume knob typically aligns with a logarithmic scale because we hear differences in loudness at an order of magnitude. A linear volume knob would be frustratingly useless as you would have to crank it many many many times the higher up you want to go. Presumably hundreds of times. A traditional pot couldn’t do that of course but maybe you…
You could have log Watts or something, it doesn't have to be dB to be logarithmic.