I did some measuring of the brake pedal assembly to find out what the stock power assist, vacuum booster pedal ratio would be. I also did the calculations of the manual brake system output at the master cylinder using different pedal ratios and master cylinder bore sizes.
Stock pedal length from center of pivot point to center of pedal pad is 12.0"
BOOSTED PEDAL RATIO
Distance from center of pivot point to center of power booster pin/stud location is 3.75"
12 ÷ 3.75 = 3.2 to 1 pedal ratio
MANUAL BRAKE PEDAL RATIO
On the F-body pedal, I moved the pin/stud location up on the pedal where it was 2.0" down from the pivot point.
12 ÷ 2 = 6 to 1 pedal ratio
I wanted to make sure my manual brakes have enough pedal ratio to create the greatest amount of leverage with roughly 1.0" of master cylinder piston travel. In this case, the 6 to 1 ratio worked out to be 1.0" (give or take a 1/16 of an inch).
After reading some of the other posts on their manual brake conversion, they moved the stud up 1.0" from the power boosted pin location.
12 ÷ 2.75 = 4.4 to 1 pedal ratio
For most brake systems, a 7/8" bore master cylinder will work well and create greater pressure than the larger 1.03" bore master cylinders.
Area of master cylinder bore:
• 7/8" bore master cylinder - 0.601 square inches
• 24mm bore master cylinder - 0.701 square inches
• 1-1/32" bore master cylinder - 0.836 square inches
If 100 pounds of pressure is applied to the brake pedal and a 6 to 1 pedal ratio:
• 7/8" bore master cylinder will create 998 psi of manual pressure
• 24mm bore master cylinder will create 886 psi of manual pressure
• 1-1/32" bore master cylinder will create 720 psi of manual pressure
If 100 pounds of pressure is applied to the brake pedal and a 4.4 to 1 pedal ratio:
• 7/8" bore master cylinder will create 732 psi of manual pressure
• 24mm bore master cylinder will create 628 psi of manual pressure
• 1-1/32" bore master cylinder will create 528 psi of manual pressure
VACUUM BOOSTED BRAKES PSI
If 100 pounds of pressure is applied to the brake pedal and a 3.2 to 1 pedal ratio:
• 24mm (stock size) secondary bore master cylinder will create 456 psi of manual pressure
• Area of a 9.0" dual diaphragm vacuum booster - 127.12 square inches
• 18 in Hg of vacuum converted to psi - 8.8 psi
• 127.12 square inches multiplied by 8.8 psi equals 1119 psi of vacuum boosted pressure
• 456 psi of manual pressure plus 1119 psi of vacuum boosted pressure is 1575 psi of pressure
Hopefully the vacuum boosted pressure is accurate. I am assuming that both diaphragms have the same area.
Stock pedal length from center of pivot point to center of pedal pad is 12.0"
BOOSTED PEDAL RATIO
Distance from center of pivot point to center of power booster pin/stud location is 3.75"
12 ÷ 3.75 = 3.2 to 1 pedal ratio
MANUAL BRAKE PEDAL RATIO
On the F-body pedal, I moved the pin/stud location up on the pedal where it was 2.0" down from the pivot point.
12 ÷ 2 = 6 to 1 pedal ratio
I wanted to make sure my manual brakes have enough pedal ratio to create the greatest amount of leverage with roughly 1.0" of master cylinder piston travel. In this case, the 6 to 1 ratio worked out to be 1.0" (give or take a 1/16 of an inch).
After reading some of the other posts on their manual brake conversion, they moved the stud up 1.0" from the power boosted pin location.
12 ÷ 2.75 = 4.4 to 1 pedal ratio
For most brake systems, a 7/8" bore master cylinder will work well and create greater pressure than the larger 1.03" bore master cylinders.
Area of master cylinder bore:
• 7/8" bore master cylinder - 0.601 square inches
• 24mm bore master cylinder - 0.701 square inches
• 1-1/32" bore master cylinder - 0.836 square inches
If 100 pounds of pressure is applied to the brake pedal and a 6 to 1 pedal ratio:
• 7/8" bore master cylinder will create 998 psi of manual pressure
• 24mm bore master cylinder will create 886 psi of manual pressure
• 1-1/32" bore master cylinder will create 720 psi of manual pressure
If 100 pounds of pressure is applied to the brake pedal and a 4.4 to 1 pedal ratio:
• 7/8" bore master cylinder will create 732 psi of manual pressure
• 24mm bore master cylinder will create 628 psi of manual pressure
• 1-1/32" bore master cylinder will create 528 psi of manual pressure
VACUUM BOOSTED BRAKES PSI
If 100 pounds of pressure is applied to the brake pedal and a 3.2 to 1 pedal ratio:
• 24mm (stock size) secondary bore master cylinder will create 456 psi of manual pressure
• Area of a 9.0" dual diaphragm vacuum booster - 127.12 square inches
• 18 in Hg of vacuum converted to psi - 8.8 psi
• 127.12 square inches multiplied by 8.8 psi equals 1119 psi of vacuum boosted pressure
• 456 psi of manual pressure plus 1119 psi of vacuum boosted pressure is 1575 psi of pressure
Hopefully the vacuum boosted pressure is accurate. I am assuming that both diaphragms have the same area.