[Mesa-users] Convergence problems for low mass planets
Isaac Malsky
isaacmalsky at gmail.com
Wed May 8 17:49:16 EDT 2019
Hi Dr. Schwab and Dr. Farmer (and all),
Thanks so much for the help! I appreciate the analysis of the EOS issues.
Best,
Isaac
On Wed, May 1, 2019 at 10:40 PM Josiah Schwab <jwschwab at ucsc.edu> wrote:
> Hi Isaac,
>
> Thanks. This indeed looks like EOS issues. The default logQ limit is 5.0
> in MESA, but you can run into trouble before that. The timestep falls
> because any iteration that evolves for long enough to reach a place where
> there's an EOS problem fails. So there's sort of a "wall".
>
> If you set report_ierr = .true. you can see the details of the failing
> calls. You'll find gamma1 is going negative around logRho = 0, logT = 3.5.
>
> If you look in the SCVH paper (
> https://ui.adsabs.harvard.edu/abs/1995ApJS...99..713S/abstract) you'll
> see this is right around the "notch" in their coverage and the PPT.
>
> I've attached a plot showing gamma1 & your profiles. Once the model
> touches that dark blue area it's dead. (This also shows you probably
> shouldn't feel great about the irradiated model that is just barely running
> to completion.)
>
> There's no short-term fix. We're aware of
> https://ui.adsabs.harvard.edu/abs/2019ApJ...872...51C/abstract and are
> working towards incorporating it in MESA on the timescale of next
> instrument paper.
>
> Josiah
>
> hydro_call_number, s% dt, dt, dt/secyer, log dt/yr 98
> 1.1438023329131436D+16 1.1438023329131436D+16 3.6244277104109460D+08
> 8.5592394421258557D+00
>
> csound 410
> 0.0000000000000000D+00
> s% gamma1(k) 410
> -1.9546796997627285D-02
> s% cp(k) 410
> 1.6336434229865569D+08
> s% P(k) 410
> 9.9568253369982886D+11
> s% Pgas(k) 410
> 9.9568253369953088D+11
> s% rho(k) 410
> 7.0483665705460108D-01
> s% T(k) 410
> 3.2968963255952235D+03
> logRho 410
> -1.5191151727684368D-01
> logT 410
> 3.5181052905068673D+00
> abar 410
> 1.2479768720681050D+00
> zbar 410
> 1.0857440384523727D+00
> do_eos_for_cell k 410
> s% lnPgas_flag T
> z =
> 1.9999999999999463D-02
> x =
> 7.4000000000000055D-01
> Xhe3 =
> 1.9999183706787520D-05
> Xhe4 =
> 2.3998000081629320D-01
> sum(xa) =
> 1.0000000000000000D+00
> abar =
> 1.2479768720681050D+00
> zbar =
> 1.0857440384523727D+00
> Pgas =
> 9.9568253369953088D+11
> logPgas =
> 1.1998120888784946D+01
> rho =
> 7.0483665705460108D-01
> logRho =
> -1.5191151727684368D-01
> T =
> 3.2968963255952235D+03
> logT =
> 3.5181052905068673D+00
> logQ =
> 4.8118779017094218D+00
> logW =
> -2.0743002732425229D+00
>
>
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