Up to five arrays of soft-x-ray detectors are used with the Fourier-Bessel harmonic reconstruction method to generate 2D images of sawtooth collapses during Ohmic plasma discharges on the Tokamak de Varennes. For low-harmonic reconstructions (M< 2), a quasi-interchange behavior (Wesson model) is observed during the sawtooth crash, but a reconnectionlike behavior (Kadomtsev model) is recovered using higher harmonics {M>L 3) on the same data. This indicates that the Kadomtsev model is a better description for the sawtooth collapse, although the collapse time remains shorter than predicted.PACS numbers: 52.55. Fa, 52.30.Jb, 52.35.Py, 52.70.La Sawtooth oscillations' are internal disruptive instabilities observed on most tokamaks. This periodic phenomenon is observed on many plasma diagnostics and each cycle consists of a slow^ increase in the central temperature and density followed by a sudden collapse. As an explanation, Kadomtsev proposed the total reconnection model, ^ where an m = l mode disappears nonlinearly through resistive reconnection at the q = 1 surface, resulting in a flattening of the temperature, density, and current profile, and a release of energy. Detailed investigations using nonlinear two-dimensional codes ^"^ have shown that this model is consistent with MHD theory, and is able to explain several experimental observations on small tokamaks. ^"^ Recently though, this model has been called into question in the light of new experimental results obtained on large tokamaks.^'^ The total reconnection model would fail to explain the fast sawtooth crash, and to a lesser extent, the lack of large precursors and the presence of large slowly decaying successor oscillations. A number of recent works have attempted to explain these new observations, *^"^^ but most of the attention has been focused on the quasi-interchange (Wesson) model'^ since soft-x-ray-emission reconstructions on the Joint European Torus (JET) seem to agree with topological predictions of the sawtooth collapse phase. ^''^ In this model, a flattened q profile leads to an unstable m = l mode, which drives a cold bubble toward the center of the plasma, expelling the initial hot core through an interchange mechanism. Qualitative diff*erences between the total reconnection model and the quasi-interchange model should make clear experimental identification possible through tomographic imaging of soft-x-ray emission during the sawtooth collapse. In the total reconnection model, the hot core of the q < 1 region moves almost rigidly to one side, whereas in the quasiinterchange model, the initial hot core becomes a crescent when the cold bubble penetrates the center region due to convective flow, ^ ^ Despite such contrasting topological diff*erences, experimental identification is not straightforward since spatial inversion techniques must be used to unfold line-integrated data obtained with discrete detectors. On tokamaks, several limitations on viewing angles and the number of detectors favor the Fourier-harmonic-reconstruction technique, whic...