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Naomi Pequette. 1.Core Hydrogen Burning 2.Shell Hydrogen Burning 3.First Dredge Up 4.The Bump in the Luminosity Function 5.Core Helium Flash 6.Core Helium.

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Presentation on theme: "Naomi Pequette. 1.Core Hydrogen Burning 2.Shell Hydrogen Burning 3.First Dredge Up 4.The Bump in the Luminosity Function 5.Core Helium Flash 6.Core Helium."— Presentation transcript:

1 Naomi Pequette

2 1.Core Hydrogen Burning 2.Shell Hydrogen Burning 3.First Dredge Up 4.The Bump in the Luminosity Function 5.Core Helium Flash 6.Core Helium Burning 7.Ascent to Asymptotic Giant Branch 8.Asymptotic Giant Branch Evolution

3  He core contracting and gradually heating  Getting denser and more degenerate  Degenerate core=>Polytropic equation of state Pressure = Kρ γ  No Temperature Dependence  Temp high enough for He burning—extra energy released increases local temperature  Due to degeneracy—burning rate increases further =>Runaway process  This is the Helium Core Flash!

4  High density of core—neutrino processes remove energy from core  Depends on density—more efficient at center  Causes center to cool more quickly than other regions  Max. temp moves away from center and slightly outward in mass  Helium flash ignited at point of max temp  Flash begins in shell

5  Top: Position of max. temperature within the star  Bottom: Where in mass max. temperature occurs  Initially was at center, but moves away from center

6  Temperature profiles during ignition of flash  Huge energy release drives convective zone which reaches all the way to the H shell  Temp of core region decreases  Energy released by flash mostly used in changing core from degeneracy to “nearly perfect-gas equation of state”

7  Small jump in L @ H buring shell  Dwarfed by energy produced by He flash  Flash does not last long, as seen in movie  Note: These are log plots!  L reaches 10 10 L sun but surface value changes little  H L ->0: expansion causes H shell to be pushed outward and cool so much H burning stops

8 He burning produces C-12 Convection mixes C-12 throughout convective region Animation uses assumptions that are untrue: can ignore dynamic terms in EoM and mixing is instantaneous – Yet we see stars in the next phase that look like models

9  There are a couple mini- flashes after main flash  Each removes degeneracy from core  Each successive flash occurs closer to center than one before it  Convective zone of flash settle down to being steadily burning

10  Have 2 energy sources: He-burning core and H- burning shell  Movie: interior profiles of He as star continues up HR diagram

11  He->C-12 burning increases opacity in core  Radiative gradient increases, and ratio of gradients increases  Other side of convective border: no change in composition since burning happening in very center  Discontinuity in composition and ratio of radiatvie to adiabatic temperature gradients

12  Core has large discontinuity in ratio of gradients  Finite acceleration inside  No point where gradients are equal: thus positive acceleration outward and restoring force inward on opp. side  Seemingly core should grow

13  But, ratio of gradients has local min.  As more He mixes into core, ratio of gradients will lower throughout core  As region falls below unity, convection disappears and radiation carries energy  1 st pt to become radiative is local min

14  Growth of convective core driven by mixing of carbon rich material  Convection “pinched off” @ local min: inner region gradients convective, out region separated  Convective core grows till ratio of gradients is @ unity (local min) then semi convection begins

15  Semi convective zone grows as evolution proceeds until encompasses ½ as much matter as convective core  As shown in picture to the left

16  Once substantial amount of C-12, star producing O-16  Left: The time dependence of the abundances  Spikes: Core breathing pulses

17 1.Early AGB Evolution 2.Thermally Pulsing AGB 3.Anatomy of a Thermal Pulse 4.Two Consecutive Thermal Pulses

18 Hansen Stellar Evolution Demo for information and animations: http://web.maths.monash.edu.au/~johnl/StellarEvolnDemo/m1z0 2evoln.html http://web.maths.monash.edu.au/~johnl/StellarEvolnDemo/m1z0 2evoln.html H-R Diagram image: museumofflight.org


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