I know that increasing inductor diameter will change inductance. But for a given fixed inductance and fixed frequency, for example 10 uH and about 10mhz, increasing inductor diameter, keeping wire gauge (diameter) constant, will increase inductor factor Q?. I also know that increasing wire diameter will increase coil length and the amount of current through coil. But keeping inductance value also fixed and frequency, how changes in diameter and wire gauge will affect Q factor of the coil ? ( I have been reading lot's of articles, but information across Internet is very contradictory and confusing, so I decided to post my question here... I am aware of skin effect, 10 mhz, and I don't think to use litz wire in this example).
Any help is appreciated. Thanks in advance...

 

I have been reading a lot about skin effect on Internet and in this great Electronics page. I looked almost everywhere to find a k factor gauge table in AWG in metric system without luck. Anyone knows where I can find such tables ?
This is the page I am taking about where the skin effect formula is ... Thanks in advance...
https://www.allaboutcircuits.com/textbook/alternating-current/chpt-3/more-on-the-skin-effect/

 

@10 MHz a parallel resonant circuit 8.2uH and 31pF xl = 514Ω D=.4 L=1.75 N=10
https://mikeyancey.com/hamcalc/singlelayerinductor.php

T72-7 toroid 14T #18AWG = 1.9uH has Q of 351 and 134pF xl = 100Ω
T106-6 toroid 10T #18AWG = 1.3uH has Q of 380 and 197pF xL = 81Ω