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To: Jacques Chitte who wrote (51736)6/3/2000 8:48:00 PM
From: Gauguin  Read Replies (2) | Respond to of 71178
 
I have exactly the same questions and inferred conditions.

....the max rated pressure of the steel in the wheels and tracks is a property of the material that needs to be designed around.

..... Giving each drive wheel a very conservative (on the small side) solid contact of 4 square inches, that drops contact pressure.....


How do we determine this contact area?

The wheel is always trying to become round (I know this is a DUH.)

In motion or at rest, what is the contact area?

Also, it is my temporary contention that the wheels are not flat. That they are not cylindrical in bearing-suface-to-rail contact.

They are cones. They rest on a very small bearing point at any given time.



To: Jacques Chitte who wrote (51736)6/3/2000 9:08:00 PM
From: Ish  Read Replies (1) | Respond to of 71178
 
<<Giving each drive wheel a very conservative (on the small side) solid contact of 4 square inches, that drops contact pressure below ten thousand psi. >>

Aha thinking boy, does that 4" have equal pressure through out the 4". It's a ark. The ends would have less pressure than the middle.



To: Jacques Chitte who wrote (51736)6/3/2000 10:06:00 PM
From: JF Quinnelly  Read Replies (1) | Respond to of 71178
 
A further problem with steam locomotives is that their side-rod action makes the engines wiggle slightly, which drives the rails apart (the side-rods connect the drive wheels together and to the pistons). Which is not a problem with boring, utterly-lacking-mechanical-poetry diesel-electric locomotives.