Development of a New Electro-thermal Simulation Tool for RF circuits
Development of a New Electro-thermal Simulation Tool for RF circuits
Development of a New Electro-thermal Simulation Tool for RF circuits
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8 1.2. The limitations <strong>of</strong> present simulation codes<br />
Figure 1.9: <strong>Electro</strong>-<strong>thermal</strong> simulation scheme based on <strong>thermal</strong> resistance.<br />
Figure 1.10: <strong>Electro</strong>-<strong>thermal</strong> simulation scheme per<strong>for</strong>med by a circuit simulator.<br />
tion per<strong>for</strong>med by a circuit simulator is shown in Fig. 1.10. The <strong>thermal</strong> in<strong>for</strong>mation<br />
is extracted from a layout, and the electrical data is saved in a schematic. After the<br />
electro-<strong>thermal</strong> simulation, the results are plotted in Current-Voltage graphs or temperature<br />
maps. Such a simulation can be per<strong>for</strong>med using a modern circuit simulator<br />
like e.g. ADS. Some simulation tools are unable to per<strong>for</strong>m this task, due to certain<br />
limitations within their structure. These limitations are briefly described in the Sec.<br />
1.2.<br />
1.2.<br />
The limitations <strong>of</strong> present simulation codes<br />
Engineers involved with the design and development <strong>of</strong> solid-state devices and <strong>circuits</strong><br />
have to consider <strong>thermal</strong> aspects as having the same importance as purely electrical<br />
ones. In principle, designers can resort to electro-<strong>thermal</strong> simulation tools in order to<br />
accomplish this complex task. Un<strong>for</strong>tunately, traditional programs such as the widely<br />
used simulator SPICE were realized <strong>for</strong> the analysis <strong>of</strong> integrated <strong>circuits</strong>, and are unsuitable<br />
<strong>for</strong> this purpose, since they do not account <strong>for</strong> self-heating (the temperature <strong>of</strong><br />
any active device is assumed to be constant, that is, independent <strong>of</strong> dissipated power)<br />
and temperature gradients (the temperature <strong>of</strong> the circuit is specified by the user, and is