Horseshoe angle and regulator performance
Posted: Fri Dec 08, 2006 3:36 am
(In an effort to keep the "NEW PHOENIX OWNERS" thread on it's intended course, I am moving this discussion here, even though it probably is nearly concluded. It is here for the benefit of anyone who has been following the discussion.)
Luis, I see my error and why you called me on it. In trying to keep terms simple in my original comment, I used the term "friction" in a generic sense.
You are correct to say that "the magnitude of the friction force is not affected by the distance traveled."
I understand that the coefficient of friction (related to the materials and surface conditions) and the force (related to the pressure acting upon the diaphragm and the resultant lateral force under discussion) are not affected by the distance traveled (lateral sliding movement in this case).
However, what does change with the distance traveled is the work involved. As you know, work is the product of force and distance traveled (effective displacement). So, for a fixed coefficient of friction and force, more work is involved the more distance the surfaces travel against eachother. It is this work that should be reduced or eliminated, if possible, to help enhance regulator performance.
Reducing the work in this case can be achieved by:
a) Reducing the angles involved to as near parallel as possible i.e. the horseshoe as near parallel to the diaphragm as practically possible (no "bending" up).
b) Reducing the coefficient of friction by polishing the surfaces where they slide past eachother.
That is what I was trying to get across, hopefully in more accurate terms this time.
I love brain teasers, engineering, and analytical problem solving (when I have time), but I have no formal engineering training. I apologize that the terms I use are not always technically correct by definition. At least I know what I'm trying to say
"...the more the friction ..." is not true, but my intended meaning is, as explained below.duckbill wrote:...the higher the legs of the horseshoe where they contact the fingers of the diaphragm plate, the more the friction between those two surfaces during operation.
luis wrote:When I analyze the geometry, I can’t see how you came up with such a conclusion. Do you care to explain?
duckbill wrote:So, it should be apparent that the more vertical a lever is, the more the lateral movement for any given vertical motion applied to the tip of the lever arm (like a horseshoe). The least lateral movement occurs when the lever is horizontal.
Friction in this case occurs whenever the tips of the horseshoe must slide across the tabs of the diaphragm.
luis wrote:As you can see the magnitude of the friction force is not affected by the distance traveled.
Luis, I see my error and why you called me on it. In trying to keep terms simple in my original comment, I used the term "friction" in a generic sense.
You are correct to say that "the magnitude of the friction force is not affected by the distance traveled."
I understand that the coefficient of friction (related to the materials and surface conditions) and the force (related to the pressure acting upon the diaphragm and the resultant lateral force under discussion) are not affected by the distance traveled (lateral sliding movement in this case).
However, what does change with the distance traveled is the work involved. As you know, work is the product of force and distance traveled (effective displacement). So, for a fixed coefficient of friction and force, more work is involved the more distance the surfaces travel against eachother. It is this work that should be reduced or eliminated, if possible, to help enhance regulator performance.
Reducing the work in this case can be achieved by:
a) Reducing the angles involved to as near parallel as possible i.e. the horseshoe as near parallel to the diaphragm as practically possible (no "bending" up).
b) Reducing the coefficient of friction by polishing the surfaces where they slide past eachother.
That is what I was trying to get across, hopefully in more accurate terms this time.
I love brain teasers, engineering, and analytical problem solving (when I have time), but I have no formal engineering training. I apologize that the terms I use are not always technically correct by definition. At least I know what I'm trying to say
