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Posted:
1 decade ago
Jun 6, 2014, 5:34 a.m. EDT
Hi,
May be something like this...
293*(t<=0.0001)+294*(t>0.0001)
Suresh
Hi,
May be something like this...
293*(t0.0001)
Suresh
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Posted:
1 decade ago
Jun 6, 2014, 9:36 a.m. EDT
t=0 is an infinitely short moment, so you might just as well make it 294 starting from t=0. I think you have to use 293 in the (solution for the) initial values.
t=0 is an infinitely short moment, so you might just as well make it 294 starting from t=0. I think you have to use 293 in the (solution for the) initial values.
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Posted:
1 decade ago
Jun 6, 2014, 9:49 a.m. EDT
This is true according to common sense. But in the numerical model it's different.
I define a homogenous initial temperature for a domain. When I choose a different boundary temperature, then this changes the COMSOL model initial temperatur field even at the time t=0. I.e. it overwrites my initial values.. Even at the time t=0 the average temperature in the domain is biased towards the boundary temperature. Depending on the number of cells it can easily become significant.
The situation I want wo simulate is, that I have homogenous temperature in the beginning and at one moment the environmental temperature changes.
But meanwhile I got the way to solve this:
I can choose the function "step" in the "Global definitions". Then I can apply this function in the "Variables" to a varible name defining the boundary temperature.
This is true according to common sense. But in the numerical model it's different.
I define a homogenous initial temperature for a domain. When I choose a different boundary temperature, then this changes the COMSOL model initial temperatur field even at the time t=0. I.e. it overwrites my initial values.. Even at the time t=0 the average temperature in the domain is biased towards the boundary temperature. Depending on the number of cells it can easily become significant.
The situation I want wo simulate is, that I have homogenous temperature in the beginning and at one moment the environmental temperature changes.
But meanwhile I got the way to solve this:
I can choose the function "step" in the "Global definitions". Then I can apply this function in the "Variables" to a varible name defining the boundary temperature.