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50  Chapter 2 Implementation of a patient-specific cardiac model




                                         2.1.4 Torso modeling
                                            Patient-specific torso geometry can be either segmented auto-
                                         matically from images [202] or, when the torso is not fully visible
                                         in the images, estimated from an atlas by manually registering the
                                         model to the patient. If the images do not have the sufficient field
                                         of view to align the torso, or are not at all available such as in the
                                         case of ultrasound-based workflows, the relative position of the
                                         heart in the thoracic cavity is used as reference for the alignment.
                                         Fig. 2.10 illustrates a torso model with superimposed virtual ECG
                                         electrodes.























                                         Figure 2.10. Image of the torso avatar used for fitting the imaging data, with the
                                         standard 12-lead ECG leads in place.



                                         2.2 Electrophysiology modeling

                                            As discussed in the previous chapter, electrophysiology is an
                                         intrinsically multi-scale phenomenon. The depolarization of a
                                         myocyte takes few microseconds, compared to a typical one-
                                                                                          6
                                         second heart-cycle, corresponding to a factor of 10 between
                                         timescales. Spatially, the depolarization wave propagates as a
                                         sharp front with a length-scale of a few microns compared to the
                                         size of the heart (in the order of 10–15 cm), corresponding to an-
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                                         other factor of 10 –10 in spatial length scales [208]. Depending
                                         on the problem of interest or the desired model fidelity, different
                                         modeling choices can be made and the computational methods
                                         need to be properly designed to capture the large differences in
                                         scales in the phenomena described by the models. The problem
                                         is further complicated by the complex geometry of the heart and
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