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RF MODULE

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integration coupling variables. This causes the warnings for inconsistent units here<br />

and in the specification of the refractive index. You can disregard these warnings.<br />

COUPLING VARIABLES<br />

The unknown parameters e0, e1, and e2 should be constant within the whole modeling<br />

domain. You can achieve this by defining coupling variables that map these dependent<br />

variables from the point to the entire model:<br />

1 Switch to Geom2 by clicking its tab.<br />

2 Open the Point Integration Variables dialog box by selecting Integration Coupling<br />

Variables>Point Variables from the Options menu.<br />

3 Enter the following names and expressions, each on a separate row in the table on<br />

the Source page.<br />

NAME EXPRESSION<br />

e00 e0<br />

e11 e1<br />

e22 e2<br />

The variables e00, e11, and e22 take the values of e0, e1, and e2, respectively, in the<br />

entire model.<br />

SUBDOMAIN SETTINGS<br />

Finally, enter the additional terms in the generalized plane strain problem.<br />

1 Switch to Geom1 by clicking its tab.<br />

2 Select Equation System>Subdomain Settings from the Physics menu.<br />

3 On the Weak tab in the Subdomain Settings - Equation System dialog box, add<br />

-E/((1+nu)*(1-2*nu))*(ex_test*nu*ez+ey_test*nu*ez)-ez_test*sz in<br />

the second row of the weak term for all subdomains. The two first rows correspond<br />

to the plane strain problem. You can enter this expression in any of these two fields,<br />

because the software adds them together when assembling the problem.<br />

4 Click OK.<br />

MESH GENERATION<br />

1 Initialize the mesh by clicking the Initialize Mesh button on the Main toolbar.<br />

2 Refine it twice by clicking the Refine Mesh button on the Main toolbar twice.<br />

3 Switch to Geom2 by clicking its tab.<br />

288 | CHAPTER 4: OPTICS AND PHOTONICS MODELS

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