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The heat equations for more complicated geometries generally demand the application of fully numerical methods. Here, the authors present an essentially analytical procedure, based on tegral transforms. The authors illustrate how numerical methods can be supplemented and evaluated by their general and flexible procedure. The method thereby offers both computational efficiency and explicit theoretical insight.
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The heat equations for more complicated geometries generally demand the application of fully numerical methods. Here, the authors present an essentially analytical procedure, based on tegral transforms. The authors illustrate how numerical methods can be supplemented and evaluated by their general and flexible procedure. The method thereby offers both computational efficiency and explicit theoretical insight.