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Heating in cluster cool core Mateusz Ruszkowski University of Michigan

Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

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Page 1: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Heating in cluster cool cores

Mateusz RuszkowskiUniversity of Michigan

Page 2: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

People (on the papers discussed in this talk):

Peng OhFulai GuoAlexis FinoguenovChristine JonesAlexey VikhlininE. MandellIan ParrishTorsten EnsslinMarcus BruggenMitch BegelmanChristoph PfrommerSebastian HeinzEugene Churazov

Page 3: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Outline

Global stability of heated cool cores

Reality check: observations of M84 an excuse to study:bubbles, waves, CR and their escape

Stability of magnetized bubbles

Escape of non-thermal particles from bubbles into the ICM

Escape of CR from cool cores and convective stability

Page 4: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

cool core cluster non-cool core cluster

50-70% of clusters have cool cores

Page 5: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Semi-analytical approach:

resolution !! easy to search the parameter space better physical insight

Page 6: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

−∇⋅F =∇ ⋅(κ∇T )

Strongly destabilizing

C = n2Λ(T )∝ n2T α

H ~ −∇⋅Fmech ∝M• p1/4

r 3

d ln p

d ln r

x

Theat flow

stabilizing

stabilizing

spatial heating profile less important thanthe feedback itself

Page 7: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Background model fits the data

Page 8: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

We want to study the whole range cluster parameters, so …

take background profiles

apply Lagrangian perturbations and linearize the hydro equations

study all growing (unstable) and decaying (stable) solutions

Page 9: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

low accretion rates

efficiency threshold for stability efficiencies agree with Allen et al. 2006 Merloni & Heinz 2007 Churazov et al. 2001

Lagn = −ε M•

c2

Guo, Oh & Ruszkowski 2008

Page 10: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Bimodality !

cool core

non cool core

unstable

stablestable

stabilized by AGN + conduction

stabilized by conduction

Guo, Oh & Ruszkowski 2008

Two diagrams

Page 11: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

hint for bimodality

Ruszkowski & Begelman 2002

Page 12: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Trends seen in the data Dunn & Fabian 2008

AGN onlow central Tlow central entropyshort central cooling time

AGN offhigh central THigh central entropyLong central cooling time

Page 13: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Rafferty et al. 2008

Short central cooling time Young AGN bubblesLow central entropy Star formation & AGN feeding

See also Mark Voit’s talk on the effects of conduction on AGN feeding

Page 14: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

The model is broadly consistent with the data

Shown for the first time that AGN + conduction can heat the cool cores across a range of cluster parameters in a stable fashion

The model naturally explains why clusters come in cool core and non-cool core varieties

Page 15: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Reality check - AGN feedback in M84 as an excellent lab

Bubbles Waves

Escape of cosmic rays from the bubbles

ISM “weather”

Finoguenov, Ruszkowski, Jones, Bruggen, Vikhlinin, Mandell 2008

Page 16: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Deep ~ 100 000 second Chandra observation of M84

Russian doll X-ray cavities

relative motion of the AGN with respect to the ISM(distorted cavities)

direction of M84 motion(speed comparable to cavity expansion velocity)

Page 17: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Orange - nonthermal (radio) mission

Green - large scale X-ray emission

Blue - small scale X-ray emission

Non-thermal particles (cosmic rays)escape and “pollute” the ISM

cross-field cosmic ray escape ?

Page 18: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

pressure entropy

Finoguenov, Ruszkowski, Jones, Bruggen, Vikhlinin, Mandell 2008

Ratio of the observed pressure and entropy to their mean profilesFirst application of Voronoi tessellation method to Chandra data

low entropy,entrainment

overpressured walls/waves

mildly supersonicexpanssion

Page 19: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

FLASH code AMR simulation of AGN feedbackBruggen, Ruszkowski, Hallman 2005

waves detach from the bubble

and dissipate via transport processes

“Russian doll” bubble bubble distorted by the

relative AGN-ISM motionBefore

After

Synthetic “M84” replica !! Synthetic “M84” replica !!

Page 20: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

0

0.2

0.4

0.6

0.8

1

1.2

1.4

southlarge

southsmall

northsmall

northlarge

PV workwave

M84 energetics

- wave-to-bubble ratio decreases with the distance- significant energy in the waves

1055erg

Page 21: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Magnetic fields in the ICM

rotation measure map

Power spectrum of B-field fluctuations(Ensslin & Vogt 2005)

Maximum near bubble size !

magnetic draping

Maximum near bubble size !

magnetic draping

Page 22: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

3D MHD simulations with the PENCIL code

Ruszkowski, Ensslin, Bruggen, Heinz, Pfrommer 2007

Page 23: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Modes of escape of non-thermal particles from the bubbles

Cross-field diffusion(recall M84)

Interface B-flux tubes(e.g., in the bubble wakes or due to “piercing” by the jet - recall M84)

Page 24: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

paraperp KK <<

1213/11

3/25

3/110

29 scm 102~ −−−× ηBrEK para

127

25

29 scm /105.7~ −× trK

Theoretical suggestion (Ensslin 2003)

Observationally-based suggestion (Mathews & Brighenti 2007)

Page 25: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

isotropic anisotropic

Ruszkowski, Ensslin, Bruggen, Begelman, Churazov 2008

3D MHD simulations of anisotropic particle escape from the bubbles

Page 26: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Ruszkowski, Ensslin, Bruggen, Begelman, Churazov 2008

50% of non-thermalParticles escape

Escape of non-thermal particles from the AGN bubbles

Isotropic casemost particles escape

Page 27: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

αH excitation

X-rays from ICM ?Fabian et al. 2003

Star clusters ?Hatch et al. 2006

Conduction ?Donahue et al. 2000

or

Cosmic ray heating ?Diffusion in the bubble wakeRuszkowski et al. 2008Ferland et al. 2008 (w/ CLOUDY)

Page 28: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Perrish & Stone 2005Chandran 2001Ruszkowski & Parrish 2008, in prep.

buoyancy

expansion

anisotropicenergy flowalong B-field

escape of CR from cluster centers via the instability driven by anisotropic energy transport

dr< 0

dpcrdr

< 0

classical MRI

gravity

Page 29: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

perturbation∝ eσt

x∝K ||k2

tgrow ~ σ −1 ~ tdynamical

tgrow ~ σ −1 ~ tdynamical

linear theory

PENCIL code results

Ruszkowski & Parrish 2008, in prep.

Page 30: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

gravity

the instability develops on the dynamical timescale

Page 31: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Gas overturn due to the convective instability ?

Perseus (Sanders & Fabian 2007) Centaurus (Sanders & Fabian 2002)A2199 (Johnstone et al. 2002)

Page 32: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Summary cool core - non cool core bimodality - explained in a semianalytical study of global stability of clusters - cool core stabilized by AGN, non-cool core by conduction - no fine-tuning is required M84 as an example of AGN feedback - significant energy in waves - evidence for the escape of non-thermal particles from the AGN bubbles Simulations with B-fields

- magnetic draping can efficiently prevent bubbles from disruption even for very weak magnetic fields Simulations with anisotropic CR leakage

- difficult to confine all CRs in bubbles - CR can provide the excitation mechanism for the filaments Simulations of plasma instabilities

- non-thermal particles can escape cluster centers on a dynamical timescale turbulent heating, metallicity profiles

Page 33: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan
Page 34: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan
Page 35: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Dunn & Fabian 2005

Rafferty et al. 2006

Page 36: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan
Page 37: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

Sanders & Fabian 2007

Page 38: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

waves detach from the bubbles

“Russian doll” bubble

bubble distorted by therelative AGN-ISM motion

Page 39: Heating in cluster cool cores Mateusz Ruszkowski University of Michigan

waves detach from the bubbles

“Russian doll” bubble