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Lubrication Shell Physic 2D
Posted Feb 8, 2012, 12:56 p.m. EST Fluid & Heat, Modeling Tools & Definitions, Parameters, Variables, & Functions 3 Replies
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Hi all,
I am working with the Lubrication Shell Physic (this is aleady defined):
h = h0 (initial geometry) + hw(deformation on the solid wall) + hb (deformation on the channel base)
The only problem is h0.
I am trying to simulate a tilting-pad thrust bearing. The idea is:
"A hinged bar on a pivot point(intermediate position) and it should be placed in the position that the sum of moments in the bar is null."
This "bar" is the "h" from the Shell Lubricant.
I have already found the mathematical solution so I want to include:
A FUNCTION:
ht = k*x + n
AND A GLOBAL EQUATION:
State Variable: k
Expression: intop1(pf*(La-x))=0 [=sum of moments equals 0 on the tilting pad]
In order to achieve:
h = h0 (intial geometry) + ht (tilting correction) + hw (deformation on the solid wall) + hb (deformation on the channel base)
(ht can be added in the h0 gap)
How will you do that? I tried everything and I am not able to do it... thanks in advance.
I am working with the Lubrication Shell Physic (this is aleady defined):
h = h0 (initial geometry) + hw(deformation on the solid wall) + hb (deformation on the channel base)
The only problem is h0.
I am trying to simulate a tilting-pad thrust bearing. The idea is:
"A hinged bar on a pivot point(intermediate position) and it should be placed in the position that the sum of moments in the bar is null."
This "bar" is the "h" from the Shell Lubricant.
I have already found the mathematical solution so I want to include:
A FUNCTION:
ht = k*x + n
AND A GLOBAL EQUATION:
State Variable: k
Expression: intop1(pf*(La-x))=0 [=sum of moments equals 0 on the tilting pad]
In order to achieve:
h = h0 (intial geometry) + ht (tilting correction) + hw (deformation on the solid wall) + hb (deformation on the channel base)
(ht can be added in the h0 gap)
How will you do that? I tried everything and I am not able to do it... thanks in advance.
3 Replies Last Post Feb 20, 2012, 10:49 a.m. EST