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Young Jupiters are Faint Jonathan Fortney (NASA Ames) Mark Marley (Ames), Olenka Hubickyj (Ames/UCSC), Peter Bodenheimer (UCSC), Didier Saumon (LANL) Don.

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Presentation on theme: "Young Jupiters are Faint Jonathan Fortney (NASA Ames) Mark Marley (Ames), Olenka Hubickyj (Ames/UCSC), Peter Bodenheimer (UCSC), Didier Saumon (LANL) Don."— Presentation transcript:

1 Young Jupiters are Faint Jonathan Fortney (NASA Ames) Mark Marley (Ames), Olenka Hubickyj (Ames/UCSC), Peter Bodenheimer (UCSC), Didier Saumon (LANL) Don Davis

2 Review evolution at young ages Nucleated collapse models (Core accretion – Gas capture) Alternate early evolution Other detectability issues

3 Burrows et al. 2001 T eff (K) log Age (Gyr) “Arbitrarily Hot Start”

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5 Initial conditions are uncertain initial radii too large for smallest masses collapse & accretion not spherical “...assigning an age to objects younger than a few Myr is totally meaningless when the age is based on models using oversimplified initial conditions.” Baraffe et al. (2003) When can the models be trusted? Can initial conditions be improved? Early Model Evolution

6 Nucleated Collapse Model Model for accretion of giant planets 10 to 20 M ⊕ core forms first, initiates collapse of nebula Time to gas runaway sensitively depends on atmospheric opacity Peak accretion luminosity, created by shock, is short lived Gives initial boundary condition for subsequent evolution Hubickyj, Bodenheimer & Lissauer (2005)

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8 Deviations are greater at larger masses

9 Arbitrarily hot start overestimates radius and under- estimate gravity at all masses

10 Opacity of proto-atmosphere affects formation time, as does surface density of the nebula Only Podolak (2003) has tried to calculate the opacity of the proto-atmospheres during formation When does t = 0? Agreement with standard cooling models is even worse if one assigns t=0 to the post-formation time Hubickyj, et al (2005) How long is the formation time?

11 A Potential Application: 2M1207 Companion Companion to ~M8 brown dwarf in TW Hydrae (age ~ 8 Myr) red J-K implies late L, T eff ~ 1250 K Models give M = 5 ± 2 M Jup Chauvin et al. (2004)

12 Burrows et al. 1997 T eff (K) log Age (Gyr)

13 Real mass closer to 10 M J ?

14 Close et al. (2005) – young M star Mohanty et al. (2004a,b) Comparisons with hi-res spectra Masses down to deuterium burning limit Zapatero Osorio et al. (2004) Dynamical masses of GJ 569 Bab brown dwarfs AB Dor C Similar Problem for Other Objects? Reiners et al. (2005) – young M star

15 Moral Discern mass from g, T eff indicators in spectra & colors, not luminosity at young ages (This was just done for GQ Lup b) (Of course, this isn’t always easy…) from Knapp et al. (2004) SOri70 log g = 4 log g = 5.5

16 Which Bandpasses to Search? M band Jupiter image courtesy Glenn Orton Jupiter’s M band flux has stories to tell!

17 Nonequilibrium CO dims M band Saumon et al. 2003

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19 L’ May Be Comparable to M’ L’

20 Conclusions Luminosity of young giant planets depends sensitively on initial conditions Nucleated collapse models are cooler, dimmer, and smaller than generic ‘hot start’ evolution calculations. Differences... persist longer than “a few million years” are more significant at larger masses Use of ‘hot start’ evolution may result in substantially underestimating mass of observed objects, depending on actual formation mechanism


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