The problem with that approach is that if you want one full revolution to be some "nice" number (e.g. 0.010) rather than some inconvenient increment, you must take account of the mathematics of the design. (Besides, you'll never learn any math if you avoid opportunities to use it in practical problems.)
The brass wedge will rise by:
P * tan(A)
for every revolution of the screw driving the steel wedge. Here
P = screw pitch = 1/tpi
A = wedge angle
Let H = desired rise for every revolution of adjusting screw. Then we can solve for the required wedge angle...
H = P * tan(A)
A = arctan (H/P)
As an example, for ten thousandths rise per revolution of an 18 tpi screw, we have...
H = 0.010
P = 1/18
A = arctan (0.18) = 10.2 deg

LinkBack URL
About LinkBacks

Reply With Quote


Bookmarks