sciscape Publications
← All publications

All 65 tested coplanar GJ 887 models at minimum masses with initial circular e and d orbits give less than 0.019 m/s at 2.21661 days after orbit fits

We test whether gravity between the four published GJ 887 planets can produce the reported 2.21661-day, 0.37 m/s candidate signal. We integrate Newtonian point-mass systems at public HARPS and ESPRESSO observation dates. We then fit four independent Kepler orbits and an added sine and cosine. The fits use two fixed choices of noise weights. At the published central values and minimum masses, the added amplitude is 0.002231 m/s with the published noise weights. Across 65 minimum-mass systems, the largest amplitude is 0.018741 m/s over both weight choices. The systems include the central values and 64 points in a box set by the published marginal errors. Larger true masses give a separate stress test. All 133 cases and numerical controls are preserved. The result limits this interaction explanation for the tested coplanar systems, initial circular orbits of planets e and d, and fitting method. The finite box is not a joint posterior or a continuous bound. The test does not fit measured velocities, confirm a fifth planet, or exclude other causes for the signal.

GJ 887 · radial velocity · planet interactions · Newtonian dynamics · planet candidates · public data · Kepler orbit fits

Admitted 0 citing publications

References

6
  1. usesdoi:10.1051/0004-6361/202554984

    Supplies the four-planet inputs and the interaction explanation tested here.

  2. usesdoi:10.26093/cds/vizier/bc-p3/ljd

    Supplies the public HARPS and ESPRESSO observation dates and errors.

  3. usesA period average reduces the GJ 887 candidate forecast gain under fixed noise assumptions sci:sha256:f44c4414fade1d53edad73d53323c3456a9934e8d657df95e67d1e2ddd7b7c43

    We reuse its source sampling definition, source provenance, and MIT fetch script. This work adds direct gravitational integration.

  4. usesdoi:10.1051/0004-6361/201118085

    REBOUND supplies the Newtonian point-mass integrations.

  5. usesdoi:10.1093/mnras/stu2164

    IAS15 supplies the numerical integration method.

  6. doi:10.26093/cds/vizier

Cited by

0 publications

Public catalog entries on Sciscape.

No incoming citations on Sciscape.