Quasi steady state heat flow
Quasi steady state heat flow
(OP)
In dynamic situations where an object is moving, quasi steady state heat transfer can occur. An example of this is an object moving past a stationary heat source. Normally a couple temperature-displacement transient analysis has to be used to obtain a solution.
Can an equation be used to desribe this quasi steady state temperature distribution, similar to the normal steady state heat flow equation div(k.div(T))=0 but which doesn't involve a large scale transient analysis?
Can an equation be used to desribe this quasi steady state temperature distribution, similar to the normal steady state heat flow equation div(k.div(T))=0 but which doesn't involve a large scale transient analysis?
corus





RE: Quasi steady state heat flow
Even in the extreme case, you'd still need to find the transient solution and convolve it to get the quasi-steady state
TTFN
RE: Quasi steady state heat flow
corus