I am trying to apply an Arrenhius damage integral DURING the solution of an electrosurgical problem using the Bioheat Transfer Module along with the Conductive Media DC module (T and V are the dependent variables) . The integral is of the form:
Adi = int(A*exp(-E/(R*T),t)
where Adi is the Arrenhius damage integral, int stands for integral and A, E, and R are constants. T is the nodal tissue temperature and t is time.
Is there a way to apply this into the Global Equations by taking the derivative of Adi? Thus making the equation:
Adit = A*exp(-E/(R*T)
I tried this, but received an error that T could not be solved for. Do I need to do something in order for Global Equations to access my dependent variables?
Thanks for any help...I am also interested in any other way that anybody can think of!
Adi = int(A*exp(-E/(R*T),t)
where Adi is the Arrenhius damage integral, int stands for integral and A, E, and R are constants. T is the nodal tissue temperature and t is time.
Is there a way to apply this into the Global Equations by taking the derivative of Adi? Thus making the equation:
Adit = A*exp(-E/(R*T)
I tried this, but received an error that T could not be solved for. Do I need to do something in order for Global Equations to access my dependent variables?
Thanks for any help...I am also interested in any other way that anybody can think of!