high-precision photometry of eclipsing binary stars

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HIGH-PRECISION PHOTOMETRY OF ECLIPSING BINARY STARS John Southworth + Hans Bruntt + Pierre Maxted + many others

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HIGH-PRECISION PHOTOMETRY OF ECLIPSING BINARY STARS. John Southworth + Hans Bruntt + Pierre Maxted + many others. Eclipsing binary stars: why bother?. Eclipsing binary stars: why bother?. Light curve and radial velocity analysis: get masses and radii of two stars to 1% - PowerPoint PPT Presentation

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  • HIGH-PRECISION PHOTOMETRY OF ECLIPSING BINARY STARSJohn Southworth + Hans Bruntt + Pierre Maxted + many others

  • Eclipsing binary stars: why bother?

  • Eclipsing binary stars: why bother?Light curve and radial velocity analysis: get masses and radii of two stars to 1% where else could we get this from?

  • Eclipsing binary stars: why bother?Light curve and radial velocity analysis: get masses and radii of two stars to 1% where else could we get this from?Accurate mass, radius, Teff, luminosityuse as high-precision distance indicatorscheck that theoretical models work

  • Eclipsing binary stars: why bother?Light curve and radial velocity analysis: get masses and radii of two stars to 1% where else could we get this from?Accurate mass, radius, Teff, luminosityuse as high-precision distance indicatorscheck that theoretical models workComparison with theoretical modelsget metal abundance and ageinvestigate overshooting, mixing length, helium abundance, diffusion

  • Eclipsing binary stars: how?WW Aurigae Southworth et al. (2005)

  • Eclipsing binary stars: how?Light curve analysis gives:rA rB radii as fraction of orbital separatione orbital eccentricity and periastron longitudeP i orbital period and inclination

  • Eclipsing binary stars: how?WW Aurigae Southworth et al. (2005)

  • Eclipsing binary stars: how?Light curve analysis gives: rA rB e P iRadial velocity analysis gives:P e MA sin3 iminimum mass of star AMB sin3 iminimum mass of star Ba sin iprojected orbital separation

  • Eclipsing binary stars: how?Light curve analysis gives: rA rB e P iRadial velocity analysis gives:MA sin3 i MB sin3 i a sin i P e Combine quantities:MA MB RA RB log gA log gBget the masses and radii of both stars

  • Eclipsing binary stars: how?Light curve analysis gives: rA rB e P iRadial velocity analysis gives:MA sin3 i MB sin3 i a sin i P e Combine quantities:MA MB RA RB log gA log gBget the masses and radii of both stars Spectral modelling or photometric colours:get effective temperatures get luminosities get distance

  • The WIRE satelliteLaunched in 1999 for an IR galaxy surveyelectronics problem caused loss of coolant

  • The WIRE satelliteLaunched in 1999 for an IR galaxy surveyelectronics problem caused loss of coolant

    Star tracker used since 1999 as a high-speed photometeraperture: 5 cmcadence: 2 Hz5 targets at once

  • Eclipsing binaries with WIRE. I. CentauriV = 4.0 spectral type = B9 V + A2 VKnown spectroscopic binaryWIRE light curve: 41 000 points with 2 mmag scatter

  • Interlude 1: JKTEBOPBased on EBOP model (Paul Etzel, 1975)stars treated as biaxial spheroidsnumerical integration includes LD and GD

  • Interlude 1: JKTEBOPBased on EBOP model (Paul Etzel, 1975)stars treated as biaxial spheroidsnumerical integration includes LD and GDJKTEBOP retains original modelnew input / outputLevenberg-Marquardt optimisation algorithmbootstrapping and Monte Carlo simulations to find parameter uncertaintieshttp://www.astro.keele.ac.uk/~jkt/codes.htmlFORTRAN77

  • Eclipsing binaries with WIRE. I. CentauriJKTEBOP fit to the eclipses

  • Eclipsing binaries with WIRE. I. CentauriBest fit and Monte Carlo simulation results:rA = 0.043984 0.000045 rB = 0.021877 0.000032 e = 0.55408 0.00024 P = 38.81252 0.00029 And limb darkening too: uA = 0.256 0.009 uB = 0.362 0.041

  • Eclipsing binaries with WIRE. I. CentauriBest fit and Monte Carlo simulation results:rA = 0.043984 0.000045 rB = 0.021877 0.000032 e = 0.55408 0.00024 P = 38.81252 0.00029 And limb darkening too: uA = 0.256 0.009 uB = 0.362 0.041 See Bruntt et al. (2006, A&A, 456, 651)We are currently working on new spectroscopy

  • P = 6.07 days B4 V + A6 V V = 4.9variation at primary star rotation periodseveral pulsation frequenciesEclipsing binaries with WIRE. II. AR Cas

  • V = 1.9 P = 3.960 days A1m + A1mFirst known double-lined binary: 1889 (Maury)First known double-lined eclipsing binary: Stebbins (1911)WIRE light curve: 30 000 points; 0.3 mmag scatterEclipsing binaries with WIRE. III. Aurigae

  • Interlude 2: more JKTEBOPProblem: linear limb darkening law too simpleSolution: add log, sqrt, quad, cubic LD laws

  • Interlude 2: more JKTEBOPProblem: linear limb darkening law too simpleSolution: add log, sqrt, quad, cubic LD lawsProblem: ratio of the radii poorly determinedSolution: allow spectroscopic light ratio to be included directly as another observationhttp://www.astro.keele.ac.uk/~jkt/codes.htmlFORTRAN77

  • Interlude 2: more JKTEBOPProblem: linear limb darkening law too simpleSolution: add log, sqrt, quad, cubic LD lawsProblem: ratio of the radii poorly determinedSolution: allow spectroscopic light ratio to be included directly as another observationProblem: difficult to get good times of minimum light from the WIRE dataSolution: include old times of minimum light directly as additional observationshttp://www.astro.keele.ac.uk/~jkt/codes.htmlFORTRAN77

  • rA = 0.1569 0.0008P = 3.96004673 (17)rB = 0.1460 0.0008e = 0.0018 0.0004Eclipsing binaries with WIRE. III. Aurigae

  • Combine light curve result with spectroscopic orbit of Smith (1948):MA = 2.376 0.027 MMB = 2.291 0.027 MRA = 2.762 0.017 RRB = 2.568 0.017 R

    Eclipsing binaries with WIRE. III. Aurigae

  • Combine light curve result with spectroscopic orbit of Smith (1948):MA = 2.376 0.027 MMB = 2.291 0.027 MRA = 2.762 0.017 RRB = 2.568 0.017 RDistance to system:Hipparcos parallax:25.2 0.5 pcOrbital parallax:24.8 0.8 pcSurface brightness:25.0 0.4 pcBolometric corrections:24.8 0.3 pcSouthworth, Bruntt & Buzasi (2007, A&A, 467, 1215)Eclipsing binaries with WIRE. III. Aurigae

  • Eclipsing binaries: why bother?Get mass and radius to 1%accurate distance indicatorscompare to theoretical models: get precise age and metal abundance

  • Eclipsing binaries: why bother?Get mass and radius to 1%accurate distance indicatorscompare to theoretical models: get precise age and metal abundanceNow apply to EBs in open clustersget accurate distance get precise age and metallicityno need for MS fitting

  • Eclipsing binaries: why bother?Get mass and radius to 1%accurate distance indicatorscompare to theoretical models: get precise age and metal abundanceNow apply to EBs in open clustersget accurate distance get precise age and metallicityno need for MS fitting Combined study of cluster and binarystronger test of theoretical models

  • Eclipsing binaries in open clusters. I. V615 and V618 PerBoth members of the young h Per clusterhave same age and chemical compositioncompare all four stars to models using a mass-radius diagram

    h Per has low metal abundance: Z = 0.01

  • Eclipsing binaries in open clusters. II. V453 CygMember of sparse young cluster NGC 6871Comparison to theoretical models:age = 10.0 0.2 Myrmetal abundance Z 0.01 (half solar maybe)

  • Eclipsing binaries in open clusters. III. The distance to the PleiadesSurface brightness method gives good resultsUse zeroth-magnitude angular diameter (m=0)Kervella et al (2004) give (m=0) - Teff calibrationsJust need RA and RB and apparent magnitudesSee Southworth, Maxted & Smalley (2005, A&A, 429, 645)

  • Eclipsing binaries in open clusters. III. HD 23642 in the PleiadesV = 6.8 P = 2.46 AO Vp (Si) + AmLight curves from Munari et al. (2004)We find distance = 139.1 3.5 pc

  • Eclipsing binaries in open clusters: what next?V1481 Cyg and V2263 Cyg in NGC 712814 nights of INT / WFC photometry7 nights of INT / IDS spectroscopywatch this space

  • JKTEBOP and HD 209458JKTEBOP very good for transiting exoplanetsfast and accuratelots of different limb darkening laws

  • JKTEBOP and HD 209458JKTEBOP very good for transiting exoplanetsfast and accuratelots of different limb darkening laws

    Results for HD 209458rA = 0.11405 0.00042rB = 0.01377 0.00008gB = 9.28 0.15 m s-2Southworth et al. (2007, MNRAS, 379, L)

  • Extrasolar planet surface gravityThe known transiting extrasolar planets have a significant correlation between orbital period and suface gravitythe closer planets are more bloatedSouthworth et al. (2007, MNRAS, 379, L)

  • John Southworth [email protected] University of Warwick, UK