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Complementary model
Posted 2009年8月19日 GMT+2 01:060 Replies
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Does anyone know if it is possible to expressed a complementary problem, as it can be seen below:
Dry contact problem:
if h(x,y)>0 then p(x,y)=0
if p(x,y)>0 the h(x,y)=0
p(x,y) is the pressure function an it is the unknown.
h(x,y) is the gap between two surfaces, has a dependency on p(x,y)
Dry contact problem:
if h(x,y)>0 then p(x,y)=0
if p(x,y)>0 the h(x,y)=0
p(x,y) is the pressure function an it is the unknown.
h(x,y) is the gap between two surfaces, has a dependency on p(x,y)
0 Replies
Last Post 2009年8月19日 GMT+2 01:06
Hello ANGEL TORRES
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