Hi Josie,
I've been using Nectar for some time. I started with version 1. I find the presets terrific and I always start with one that, to my mind, seems to suit the arrangement I'm trying to put together. From there, I may or may not make adjustments.
For my recent song,
"I Can See Tomorrow", here's how the settings ended up. First off, I began with the "Clear Country" preset. The asterisk beside the name says that I've modified it.
1) In case you're not aware, it's possible to drag the various Nectar plugins around and to change their order. Below is the order used in "Tomorrow". (I'd imagine this order was set with the "Clear Country" preset as I rarely change the order I'm given.)
2) The EQ ended up as...
3) Here are my Saturation settings (I tend to favour 'Tube' and 'Warm' when I use it)...
4) With the compressor settings, I follow iZotope's advice where they say that peak detection is useful when trying to even out sudden peaks in your music and that RMS detection is useful when trying to increase the overall volume level without changing the character of the sound....
5) DeEsser settings... (2500 Hz seems to be a good fall-back frequency - I'm not sure if the ess sound is male/female dependent - it probably isn't seeing that it's an unvoiced hissing sound)
6) I don't always use delay so I suspect that this came about as a consequence of "Clear Country". I did fiddle with it a bit for "Tomorrow". Here is the final result. I always prefer to synch it to the host tempo. Mostly I use the 1/16th note option.
7) Lastly, below are my Reverb settings. I always do a spot of math and give myself a delay that's time-wise appropriate for the tempo I'm using. This is something I picked up from a seminar with Prof. Stephen Webber (Berklee College) a few years ago.
"Tomorrow" is 95 bpm. This means that there are 95 beats in 60 seconds. Since 1 second contains 1,000 milliseconds then 95 bpm means 95 beats in 60,000 milliseconds.
This gives the number of milliseconds for each 1/4 note beat in 4/4 time as 60,000 divided by 95.
- i.e. 60,000/95 = 631.6 milliseconds = 1/4 note
Using this I can deduce that...
- 1/8th note's time = 631.6/2 = 315.8 ms
- 1/16th note's time = 315.8/2 = 157.9 ms
- 1/32 note's time = 157.9/2 = 78.95 ms (I rounded this to 80 ms delay)
... in other words, I simply divide the tempo into 60,000 and then keep halving the result until I end up with numbers between 0 and 200. I then try those values as reverb delay and choose the one I like the sound of best.
The end outcome is a delay to the reverb that is in synch with the timing of the music. This delay helps add clarity to the words within the vocals.
Hope this offers some insight.
Also... Please take the above with the proverbial 'grain of salt'. You've heard my vocals and know that I'm yet to reach expert status
All the best,
Noel
P.S. As with all things mixing related, periodically it pays to take a couple of day's break when you think that you have everything working to perfection. I often find that what I thought was great at the time sounds unsatisfactory after my ears have had a chance to reset! (It's amazing how easily the brain adjusts to specific sounds and gets used to them.)