European Helio- and Asteroseismology Network (HELAS)

    Local Helioseismology Network Activity








    Convectively Stabilised Models (CSM)

    These convectively stabilised models were developed for use in local helioseismology. They have solar-like eigenfunctions and eigenfrequencies.

    If you use these models, please contact schunker [at] mps.mpg.de, to obtain the appropriate acknowledgement.

    Documentation:

    Downloads:
    The following are ascii files of the Convectively Stabilised Models (Schunker et al., 2011, in prep).
    The columns are
    z (Mm) : g (cm/s^2) : dp/dz (g /cm^2 s^2) : rho (g/cm^3) : drho/dz : cs (cm/s)
    CSM.dat
    CSM_A.dat
    CSM_B.dat

     

    Extra information:
    horizontal eigenfunctions Figure: The z dependence of the real component of Vx sqrt(rho) for a number of eigenmodes of CSM. The corresponding eigenfrequencies are given. The modes have been normalised so that Vz is real at z = 0.2 Mm and have equal integrals. The dashed curve shows the eigenmodes from the BVP solution, the dotted curve shows the eigenmodes from the SLiM simulations and the solid curve shows the Model S eigenmodes. Each panel corresponds to a different radial order, f, p1 to p4.

    power spectrumCaption: Azimuthally averaged power spectrum for CSM B using the SPARC code. The Model S eigenfrequencies are overplotted (dashed curves) and the comparable domain is outlined as before.

    csma cutsCaption: Cuts through the SPARC power spectrum (blue) and the SLiM power spectrum (red) using CSM A, and the observed power spectrum (black) at different wavenumbers. The Model S eigenfrequencies (vertical lines) are shown for comparison.

    csma cutsCaption: Cuts through the SPARC power spectrum (blue) and the SLiM power spectrum (red) using CSM B, and the observed power spectrum (black) at different wavenumbers. The Model S eigenfrequencies (vertical lines) are shown for comparison.

     

     


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