12
Impact of planetary ephemerides on Pulsar Timing Arrays results G. Theureau (USN/LPC2E), S. Babak (APC), A. Petteau (APC), L. Guillemot (LPC2E), S. Chen (LPC2E) MODE-SNR-PWN Orléans 2019 Aurélien Chalumeau (APC/USN/LPC2E)

Impact of planetary ephemerides on Pulsar Timing Arrays results · 2019. 4. 15. · A. Chalumeau 12 MODE-SNR-PWN Orléans 2019 Conclusion PTA sensitvity limited by SSE imperfectons

  • Upload
    others

  • View
    1

  • Download
    0

Embed Size (px)

Citation preview

  • Impact of planetary ephemerides on Pulsar Timing Arrays results

    G. Theureau (USN/LPC2E), S. Babak (APC), A. Petteau (APC), L. Guillemot (LPC2E), S. Chen (LPC2E)

    MODE-SNR-PWN Orléans 2019

    Aurélien Chalumeau (APC/USN/LPC2E)

  • ● Rotational params● Astrometric params● Orbital params● ISM effects● Clock correction● Transformation to the SSB● ...

    The pulsar tming process

    MODE-SNR-PWN Orléans 20192A. Chalumeaucf. Lorimer & Kramer 2005

    Observational TOAs Timing model

    Residuals

  • ● Rotational params● Astrometric params● Orbital params● ISM effects● Clock correction● Transformation to the SSB● ...

    Observational TOAs

    The pulsar tming process

    MODE-SNR-PWN Orléans 20193A. Chalumeau

    Timing model

    Residuals

    cf. Lorimer & Kramer 2005

  • TOA transformaton to the SSB

    MODE-SNR-PWN Orléans 20194A. Chalumeau

    From the topocentric to the quasi-inertial solar system barycenter frame

    cf. Lorimer & Kramer 2005

  • Römer delay Parallax

    Shapiro

    Einstein delay

    Orbits of solar system bodies needed !

    TOA transformaton to the SSB

    MODE-SNR-PWN Orléans 20195A. Chalumeau

    From the topocentric to the quasi-inertial solar system barycenter frame

    cf. Lorimer & Kramer 2005

  • Predict positions and velocities of solar system bodies

    Numerical integration of planetary motion fitted to the observational data

    SSE produced by JPL, IMCCE, ….INPOP17a vs. DE436

    Solar system ephemeris (SSEs)

    MODE-SNR-PWN Orléans 20196A. Chalumeau

  • MODE-SNR-PWN Orléans 20197A. Chalumeau

    A possible study : use PTA to constraint SSEs

    cf. Caballero et al. 2018

    ➔ Mass constraints :● Planetary systems● Asteroid-belt objects

    ➔ Limits on unmodelled object masses

    ➔ ULs on putatve exotc object mass

  • MODE-SNR-PWN Orléans 20198A. Chalumeau

    Impact of SSEs on PTA results

    cf. Arzoumanian et al. 2018

    Systematc biases larger than the statstcal uncertainty of the limits

    SSE errors can mimic a GWB signal !

    BAYESEPHEM model (11 parameters) to marginalize AGWB over ephemeris uncertaintiesGWB constraint gets robust against SSE errors

    Problem : Modelling SSE errors can absorb some of the GWB signal

  • MODE-SNR-PWN Orléans 20199A. Chalumeau

    Impact of SSEs on PTA resultsCharacterizaton of the impact of SSE errors

    DE200INPOP17a

    ● Producton of perturbated SSEs

    ● Input perturbated SSEs in tming process

    ● Same for the full GWB search process

    Using INPOP data with a direct expert support (cf. A. Fienga (Géoazur))

  • MODE-SNR-PWN Orléans 201910A. Chalumeau

    Impact of SSEs on PTA resultsCharacterizaton of the impact of SSE errors

    ● Producton of perturbated SSEs

    ● Input perturbated SSEs in tming process

    ● Same for the full GWB search process

    Using INPOP data with a direct expert support (cf. A. Fienga (Géoazur))

    DE200INPOP17a

  • MODE-SNR-PWN Orléans 201911A. Chalumeau

    Impact of SSEs on PTA resultsProducton of perturbated SSEs

    Orbital elementsReference (P,V) Partal matrices Covariance matrix

  • MODE-SNR-PWN Orléans 201912A. Chalumeau

    Conclusion

    ● PTA sensitvity limited by SSE imperfectons

    ● BAYESEPHEM corrects SSE systematcs but could subtract the sensitvity➔ Essental to characterize properly the impact on PTA results

    ● Perturbated SSE produced thanks to A. Fienga – PTA-France group collaboraton

    ● Next steps : ➔ Study the efects on tming residuals and pulsar parameters➔ Characterize properly the efects on GW search results

    Slide 1Slide 2Slide 3Slide 4Slide 5Slide 6Slide 7Slide 8Slide 9Slide 10Slide 11Slide 12