So I've neglected this a little bit. Been spending time getting my strat to where I want it to be. I've made an underwhelming clip in hopes that people start moving away from the standard 0.047uF and 0.022uF caps.
Now I like bright guitars, I don't know how I ended up this way but losing treble detail makes me sad - so this might still sound a little bright for you folks. This was initially just some noodling to test out the audio recording on my camera, but thought it may as well serve two purposes. This is by no means my ideal tone yet, more just sharing some results for others to make up their own minds - in fact there is no drive from tubes here, only a pedal, then another one stacked.
I run a single master tone on my strat - along with a 3 way 4 pole rotary, which gives me some cool switching options. One of the big advantages to this is being able to properly tweak your caps. For this setup, you only need to use half of the standard 5 way switch, the other half can be populated with suitable for each of the positions. This is actually quite ideal, as the inbetween positions would see a larger capacitance (2 in parallel) than the others, which would be more effective for if you do ever use the tone control in those positions.
In this clip, I am using a 280k volume pot, 250k no-load tone pot and a 2.2nF or 0.0022uF capacitor. In some positions, it's not enough, in others, I think it sounds great (For my purposes). I first switch from bridge all the way through to the neck, then turn my tone control all the way down (Roughly 45s in) and move back down to the bridge. Then noodle a little turning it up and down on the bridge, then move to the neck and do the same.
https://app.box.com/s/ratu5hv1jbz7fftnwcxb
I will most likely end up using a 3.3nF cap for most positions, I do like the middy snarl that it currently brings in, takes the strong presence and bright, searing edge off and thickens things up a hair. I don't see any reason for a guitarist to be using bigger than 15nF.
TL;DR. Clip with a tiny cap value to show that "standard" cap values are often too large.