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Orbital motion of substellar companions. Christian Ginski , Ralph Neuhäuser, Markus Mugrauer , Tobias Schmidt AIU Jena. „ Brown Dwarfs come of Age “ 22th May 2013. Background Image Credit : ESO/L. Calcada. Motivation.
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Orbital motion of substellar companions Christian Ginski, Ralph Neuhäuser, Markus Mugrauer, Tobias Schmidt AIU Jena „Brown Dwarfs come of Age“ 22th May 2013 Background Image Credit:ESO/L. Calcada
Motivation C. Ginski 2013 May 22th
DetectionMethods Jupiter Saturn Neptune Uranus
DetectionMethods young old
DetectionMethods – Direct Imaging Confirmationof Companion Candidates: Multiple images in different observing epochs can be taken to confirm that the companion candidate is co-moving with the primary star. Photometry and spectra can be taken to confirm that the object is low-mass and of a similar age as the primary star. Problems: Observation campaigns target young associations in which all members exhibit similar proper motion Associationmembersexhibitsimilarage Detectionof orbital motionwouldsolvetheseproblems, i.e. wouldfinallyconfirmcompanionship + studyoforbitparametersmightgiveinsightto planet andbrowndwarfformation + determinationoftheorbitallowsdynamiccalculationofthe total systemmass
ObservingEpochs and AstrometricMeasurements C. Ginski 2013 May 22th
Observations – HD130948 VLT – NaCo NB 2.17 Caha 3.5m – ALFA: Ω-CASS H-Band N H-Band E N E Gemini North – Hokupa‘a/QUIRC Potter et al. 2002 Dupuy & Liu 2011: 0.1095 ± 0.0022 Mʘ
Observations – GSC 08047 Neuhäuser et al. 2003 NTT – SHARPI N 2 arcsec E VLT – NaCo Ks-Band N E
Observations Very Large Telescope, Chile Calar Alto Observatory, Spain
Archive Data – HD130948 Gemini – NIRI Subaru – IRCS HST – ACS CH4 (short) H-Band F850 LP Gemini – Hokupa‘a/QuIRC H-Band N N N N E E E E
Astrometric Calibration Binaries Cluster 47 Tuc VLT – NaCo Ks-Band HIP 73357 N E
AstrometricResults – HD130948 VLT – NaCo NB 2.17 N E
AstrometricResults – HD130948 2.2 ± 3.7 mas/yr
AstrometricResults – HD130948 0.16 ± 0.07 deg/yr
AstrometricResults – GSC08047 6.3 ± 0.9 mas/yr
Orbit Fitting C. Ginski 2013 May 22th
Least-Squares Monte-Carlo Method Implemented in Python SciPy (E. Jones, T. Oliphant , P. Peterson et al. 2001) - open-source software for mathematics, science, and engineering NumPy (D. Ascher et al. 1999) - fundamental package for scientific computing with Python Matplotlib (J. Hunter et al. 2007) - python 2D plotting library which produces publication quality figures
Results - HD130948 Hill stabilitycriterionasgiven in Donnison et al. 2010
Conclusions C. Ginski 2013 May 22th
Conclusions • Common proper motioncouldbeconfirmedforbothpresentedcompanions • orbital motion was detected but noorbitcurvatureyet • thedetectedorbitmotionisconsistentwithlowmassobjects on wideorbits • high eccentricitieswould fit scatterscenarios Astrometric Calibration of future measurements is vital for orbit determination !
Further Work Small orbitcurvature was detected in thecaseofthe PZ Tel systemandtheorbitcouldbeconstrainedwellwiththe LSMC method. The system was not discussedherebecausethestudyisledby Dr. Markus Mugrauer. P = 110 yr Mugrauer, Röll, Ginski et al. 2012
Absolute Orbits GQ Lupby Neuhäuser et al. 2008 HD203030 byMetchev et al. 2006 CT Chaby Schmidt et al. 2008