Phil,
First, I am sorry for your loss. Dad's are irreplaceable. May he rest in peace.
I found >some of< my master cylinder math... it looks like this:
Leg force x pedal ratio= pounds of force. Area of the master cylinder piston is Pi x R squared. Force divided by area = PSI
Assumptions: Leg force and desired PSI are constants, and total volume delivered (bore x stroke of MC) is sufficient. The 2 variables are pedal ratio and MC bore. The Astro Van master cylinder bore measures at 1.265 inches. The pedal ratio as I recall (the pedal is in storage... or I would re-verify) is 5:1. Since Leg force, Pi and PSI are constant, the equation looks like:
Old Pedal Ratio/[(Old MC bore/2)^2] = New Pedal Ratio/[(New MC bore/2)^2]
So, given my that Wilwood MC has a cylinder bore of 1.000",
5/[(1.265/2)^2] = 3.125/[(1.000/2)^2]
My new MC has a smaller area, so the pedal ratio must be less to achieve the same force.
OLD 100lbs force x 5:1 ratio/3.14 x .6325 x .6325= 397.83 lbs force
NEW 100lbs force x 3.125 ratio/3.14 x .500 x .500=397.88 lbs force
As I recall, the pedal ratio of the AD brake lever is ~6:1, so the pivot will need to be longer on the MC side (by nearly 2x)
Disclaimer: the Astro MC has a retaining ring I have not removed, so the >actual< piston bore may be different, I need to verify this. Use the aforementioned info at your own risk.