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Formulation of the inverse problem in thermal tomography for burn diagnostics

The paper deals with the optimal formulation of the heat transfer inverse problem in biological tissues. The aim is to reconstruct the actual distribution of thermal properties within a tested object. The decision vector may be chosen depending on the knowledge about an investigated object. The number of unknown model elements may be chosen. For a low number, wide knowledge about the object is required. For a too high number of unknown elements the quality of the reconstruction algorithm may be decreased or even it may lead to non-uniqueness of the stated problem. Methods used for investigation of phantoms and for non-invasive skin burn diagnostic are presented.