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Particle Acceleration and the Quiescent and Flare Emissions in Sgr A* (and other AGNs?) In collaboration with Siming Liu, Alex Lazarian, Fulvio Melia and graduate students Huatulco, April 2007 Astro-ph 0403487, 0506151, 0603136 and 137

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  • Particle Acceleration and the Quiescent and Flare Emissions in

    Sgr A* (and other AGNs?)

    In collaboration with

    Siming Liu, Alex Lazarian, Fulvio Melia and graduate students

    Huatulco, April 2007

    Astro-ph 0403487, 0506151, 0603136 and 137

  • 2

    Outline

    Accretion in Black Holes Observations of Sgr A*Emission MechanismsStochastic Acceleration

    Quiescent mm and X-ray EmissionNIR and X-ray Flares

    Radio and TeV Emission

  • 3

    Accretion in Black Holes

    Optically Thick Optically ThinHigh Density Low Density

    Thermal Equilibrium Collisionless Plasma?

    High Efficiency Low Efficiency

    Cold Hot

    Geometrically Thin Geometrically Thick

    Luminosity ~Ledd Luminosity

  • 4

    Accretion in Black Holes

    Muller 2004

  • 5

  • 6

    Some Basic Parameters for Black Hole in Sgr A*

    • Distance • Black Hole Mass• Eddington Luminosity• Schwarzschild Radius• Angular size • Timescales:

    sunBH MM6104×≈

    cm 102.1 12×=sr

    arcsec10/ 5−== Drssϑ

    kpc 8≈D

    sec )/(400

    sec )/(402/3

    sKep

    ss

    rR

    rR

    =

    τ

    τ

    erg/s 1045≈EDDL

  • 7

    Gravitational Energy Release of Protons and Ions

    Generation of Turbulence via Instabilities

    Electron Acceleration by the Turbulence

    Radiation Produced by Electrons and Protons

    Energy Flow

  • 8

    Accretion Flow in Kerr Black Holes

    De Villiers et al. 2003 ApJ

    gasmag PP /

  • 9

    Observation of

    Sagittarius A*

  • 10

    Radio Observations, VLA

    Lo et al. 1998, ApJ, 508, 61

  • 11(From Zhao et al.

    2004)

  • 12

    X-ray Flares from Sgr A*(Baganoff et al. 2001)

    In flare-state, Sgr A*’s X-ray luminosity can increase by more than one order of magnitude.

    The X-ray flare lasted for a few hours. Significant variation in flux was seen over a 10 minute interval.

  • 13

    NIR Flares From Sgr A*Quasi-periodic Modulation

    Genzel et al. 2003

  • 14

    Sgr A* June 2003, NIR/X-ray Flare

    Eckart et al. (2004)

    Baganoff 2005

    erg/s 10 while

    erg/s 105 erg/s, 10645

    3433

    ×≈×≈−

    EDD

    NIRrayX

    L

    LL

  • 15

    HESS

    H.E.S.S. Preliminary

    HESS Collaboration 2004

  • 16

    Emission Mechanisms

    in

    Sagittarius A*

  • 17

    Broadband Spectrum

    ergs/s 1036=ννL

    ergs/s 1033=ννL

  • 18

    Soft NIR Flares

    Hard X-ray Flares

    Broadband Spectrum

  • 19

    Emission Mechanisms in General“Thermal” Synchrotron and SSC:

    Four Parametersn, B, kBT = γcrmec2, R

  • 20

    “Thermal” Synchrotron Spectrum

  • 21

    Thermal Synchrotron and SSCDetails

  • 22

    Emission Processes During Flares

    Thermal Synchrotron

    and SSC:

    N=3.8x1042kBT=75mec2

    Liu et al. 2006

  • 23

    Emission Mechanism for the TeV SourceSynchrotron Self-Compton

    Atoyan and Dermer 2004, ApJ, 617, 123

    B=90μG

  • 24

    Emission Mechanism for the TeV SourcePhoto-Meson Interactions

    Aharonian et al 2005, ApJ, 619, 306

    E>1018eV

  • 25

    Emission Mechanism for the TeV SourceProton-Proton Interactions

    Aharonian et al 2005, ApJ, 619, 306; Liu et al. 2006

  • 26

    PARTICLE ACCELERATION

    in

    Galactic Center Quiescent and Flare Sources

  • 27

    ACCELERATION MECHANISMSGeneral

    A: Electric Fields: Parallel to B Field Parallel to B Field Unstable leads to TURBULENCE

    B: Fermi Acceleration1. Shock or Flow Divergence: First Order First Order

    Shocks and Scaterers; i.e. TURBULENCE2. Stochastic Acceleration: Second OrderSecond OrderScattering and Acceleration by TURBULENCE

    TURBULENCE

  • 28

    PLASMA TURBULENCE AND STOCHASTIC ACCELERATION

    1. GenerationMagneto-RotationalInstability (MRI)

    ,1/ >>= νLVeR 1 / >>= ηLVRm

  • 29

    PLASMA TURBULENCE AND STOCHASTIC ACCELERATION

    1. Generation2. Cascade: Nonlinear wave-wave int.

    ,1/ >>>= νLVeR 1 / >>>= ηLVRm

    321321 ;)()()( kkkkkk =+=+ ωωω

  • 30

    PLASMA TURBULENCE AND STOCHASTIC ACCELERATION

    1. Generation 2. Cascade: Nonlinear wave-wave int.

    3. Interactions with Particles: Resonant int.

    ,1/ >>>= νLVeR 1 / >>>= ηLVRm

    321321 ;)()()( kkkkkk =+=+ ωωω

  • 31

    Wave-Particle Interactions

    • Dominated by Resonant Interactions

    • Lower energy particles interacting with higher wavevectors or frequencies

  • 32

    2. PLASMA TURBULENCE AND STOCHASTIC ACCELERATION

    1. Generation (MRI)2. Cascade: Nonlinear wave-wave int.

    3. Interactions with Particles: Resonant int.

    A. Damping of WavesB. Acceleration of Particles

    ,1/ >>>= νLVeR 1 / >>>= ηLVRm

    321321 ;)()()( kkkkkk =+=+ ωωω

  • 33

    kmin

    kmax

    k-q

    k-q’

    Turbulence Spectrum

  • 2007-5-7 34

  • 35

    Model Parameters

    In principle: Density nTemperature TMagnetic Field BScale (geometry) RLevel of Turbulence

    or 2)/( BBδ 2)/( Alfvenvvδ

  • 36

    Kinetic Equation Coefficients

    Acceleration rate or time:Loss rate or time:Escape rate or time:Characteristic Times:

    acτ

    escT

    lossτ

    vRTBB crossep 2/ and )/(21 ≈Ω∝− δτ

  • 37

    EXAMPLES OFTimescales And Spectra For 3 Models

    Alfven Velocity

    1.0/ =cvA

  • 38

    Electron Acceleration

    During

    NIR and X-ray Flares

  • 39

    Submm, NIR and X-rays from the Disk

    De Villiers et al. 2003 ApJ

    gasmag PP /

  • 40

    Stochastic Electron Acceleration

  • 41

    Stochastic Electron Acceleration

    Maxiwellian

    Without injection:Continuousheating andcooling

    InjectionContinuousinjection, heating, &cooling.

  • 42

    Acceleration Scenario for Flares

    Simplify the model: Simpler Kinetic Equation

    Parametric approach:

    One less parameter: 1)/( 2 ≈= BBfturb δ

    Synchturbac LL ≈= const., τ

  • 43

    Stochastic Electron Acceleration

  • 44

    Emission by Accelerated Electrons

  • 45

    Summary-I• Flares from Sgr A* are produced near the event

    horizon of the black hole• NIR and X-ray emissions are produced via

    thermal synchrotron and SSC by energetic electrons accelerated by plasma waves.

    • The observed NIR or X-ray fluxes and spectral indexes can be used to measure B, R, n, and T, which will result in a better understanding of the flare energizing mechanism and may lead to a measurement of the black hole spin.

  • 46

    LARGE SCALE EMISSIONS

    Long Wavelength RadioEscaping Electrons

    TeV gamma-raysEscaping protons

    Acceleration and Emission in the Jet

  • 47

    Acceleration within 20rS

  • 48

    Long Wave Radio and TeV Emissionfrom the escaping particles in the JET

    De Villiers et al. 2003 ApJ

  • 49

  • 50

    Stochastic Acceleration ofElectrons and Protons

  • 51

    Proton Acceleration

    Cooling is too efficientto produce 7mm emission

    Source is too bright in the radioband.

    Source is optically thin at 7mm

  • 52

    The TeV source is likely produced via pp scatterings by protons accelerated near the black hole and diffusing toward large radii.

    Should the 7mm emission be produced by electrons in the acceleration region, the acceleration region must be strongly magnetized and far from equipartition.

    Summary-II

  • 53

    Structure of the Accretion Flow

    De Villiers et al. 2003 ApJ

    Sub-mm, NIR, and X-ray via Synchrotron and SSC

    cm and mm via Synchrotron and proton acceleration

  • 54

    Conclusions

    In combination with the theory of Stochastic Acceleration by plasma

    waves and MHD simulations, observations over a broad energy range can be used to detect the

    properties of the black hole and its accretion flows.

  • 55

    Example

  • 56

    Example

  • 57

    ImplicationsThermal Synchrotron Sources

    Can be generalized to Comptonization dominant sourcese.g., X-ray binaries, to address the coupling of electrons

    and protons via turbulence

  • 58

    Constraining C1 and C2

    Fν=12mJyFx = 0.22µJy

  • 59

    TIMESCALES

    Particle Acceleration and the Quiescent and Flare Emissions in � Sgr A* (and other AGNs?) OutlineAccretion in Black HolesAccretion in Black HolesSome Basic Parameters for Black Hole in Sgr A*Energy Flow Accretion Flow in Kerr Black Holes�NIR Flares From Sgr A*Sgr A* June 2003, NIR/X-ray FlareEmission Mechanisms in General“Thermal” Synchrotron SpectrumThermal Synchrotron and SSC�DetailsEmission Processes During FlaresEmission Mechanism for the TeV Source�Synchrotron Self-ComptonEmission Mechanism for the TeV Source �Proton-Proton Interactions ACCELERATION MECHANISMS�General PLASMA TURBULENCE AND STOCHASTIC ACCELERATION PLASMA TURBULENCE AND STOCHASTIC ACCELERATION PLASMA TURBULENCE AND STOCHASTIC ACCELERATION Wave-Particle Interactions2. PLASMA TURBULENCE AND STOCHASTIC ACCELERATIONModel Parameters Kinetic Equation CoefficientsEXAMPLES OF� Timescales And Spectra For 3 ModelsSubmm, NIR and X-rays from the Disk�Stochastic Electron AccelerationStochastic Electron AccelerationAcceleration Scenario for FlaresStochastic Electron AccelerationEmission by Accelerated ElectronsSummary-ILARGE SCALE EMISSIONSLong Wave Radio and TeV Emission from the escaping particles in the JETStochastic Acceleration of�Electrons and ProtonsProton AccelerationThe TeV source is likely produced via pp scatterings by protons accelerated near the black hole and diffusing toward large radStructure of the Accretion FlowConclusionsExampleExampleImplicationsTIMESCALES