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Table 2.
Solutions to the isobaric and isochoric dispersion relations for the temperatures in Fig. 9, together with the results from the exponential fits.
| T0 = 0.50 MK | T0 = 0.75 MK | T0 = 1.00 MK | |
|---|---|---|---|
| Slow mode | |||
| Isochoric ωI | −0.00118 s−1 | −0.00072 s−1 | −0.00036 s−1 |
| Isobaric ωI | −0.00196 s−1 | −0.00120 s−1 | −0.00060 s−1 |
| Fitted ωI | −0.00131 s−1 | −0.00100 s−1 | −0.00060 s−1 |
| Thermal mode | |||
| Isochoric ωI | 0.00147 s−1 | 0.00144 s−1 | 0.00153 s−1 |
| Isobaric ωI | 0.00245 s−1 | 0.00240 s−1 | 0.00255 s−1 |
| Fitted ωI | 0.00247 s−1 | 0.00197 s−1 | 0.00181 s−1 |
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