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GH2005 Gas Dynamics in Clusters III. Craig Sarazin Dept. of Astronomy University of Virginia. Cluster Merger Simulation. A85 Chandra (X-ray). Thermal Effects of Mergers. Heat and compress ICM Increase entropy of gas Boost X-ray luminosity, temperature, SZ effect Mix gas - PowerPoint PPT Presentation
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GH2005Gas Dynamics in Clusters III
Craig SarazinDept. of Astronomy
University of Virginia
A85 Chandra (X-ray)Cluster Merger
Simulation
• Heat and compress ICM• Increase entropy of gas• Boost X-ray luminosity, temperature, SZ
effect• Mix gas• Disrupt cool cores• Produce turbulence• Provide diagnostics of merger kinematics
Thermal Effects of Mergers
Merger with mass ratio of 3:1, offset merger (Ricker & Sarazin)
Cosmological simulation, temperature (Tittley)
• Typical shock velocity 2000 km/s
• E (shock) ~ 3 x 1063 ergs
• Main heating mechanism of intracluster gas
Merger Shocks
Ricker & Sarazin
Merger Shocks (cont.)• Although energetic, mainly weak shocks as
cluster gas is already hot
• Mach numbers ℳ ≡ vs / cs ~ 1.5-2
Merger Shocks (cont.)
Shocks are hard to see in X-rays in clusters• Shocks → more heating than compression• Weak shocks → small compressions, not very bright in X-
rays• Projection effects
Merger Boosts to LX & TX
Ricker & Sarazin
•Mergers temporarily boost
•X-ray luminosity (factor of ≲ 10)
•Temperature (factor of ≲ 3)
•Are the most luminous, hottest clusters mainly mergers?
Merger Boosts (cont.)
Randall et al.
The most luminous, hottest clusters should mainly be mergers. Affects values of ΩM and σ8 from luminous clusters.
Merger Boosts to LX & TX
Boost → ΩM underestimated by ~20%
σ8 overestimated by ~20%
Merger Boosts of SZ EffectMergers compress, heat gas, increase pressure
→ increase SZ effect
rSZ = characteristic radius
Pdldlncm
kTy eT
e
2
AAyPdVydAY area large
SZ Merger Boosts (Cont.)y
0 or
Y
y0
Y
Merger Boosts (cont.)
(Meneghetti et al., Randall et al.)
Lensing studies of masses of most luminous, hottest clusters confirm merger boosts LX & Tx
Mergers boost S-Z effect (Wik et al.)
Mergers also appear to boost probability of strong lensing
Smith et al.
•Merger simulations → turbulence in post merger shock regions of clusters
•Eturb ≈ 20% Etherm , decays following merger (Ricker & Sarazin)
•Explains radio halos in merging clusters?
•Astro-E2 should detect turbulence in merging, radio halo clusters
Turbulence and Mergers
•High spectral resolution, nondispersive X-ray spectra
•Directly measure Doppler shifts in X-rays due to gas motions in clusters
•Line widths → turbulence in cluster
•Launch in summer 2005
Astro-E2 and Mergers
Observed anticorrelation between mergers and cool cores
Not due to shocks – density gradient too big
Mainly due to ram pressure, changes in potential, instabilities, & mixing
Mergers Disrupt Cool Cores
Ricker
Cool cores → high density gas at bottom of deep potential well
Cool cores can survive for some time in mergers
Almost like a solid object moving through cluster
High density → prominent in X-ray images
Sharp front edge → very prominent in Chandra images
Cool Cores in Mergers
Ricker
Chandra: “Cold Fronts” in Mergers
Merger shocks?
No: Dense gas is cooler, lower entropy, same pressure as lower density gas
Abell 2142Markevitch et
al.
Contact discontinuity, cool cluster cores plowing through hot shocked gas
Abell 3667
Vikhlinin et al.
Cold Fronts (cont.)
Cold Fronts (cont.)
Markevitch et al.
1E0657-56 Abell 2034 Abell 85 South
Kempner et al. 2002,2003
Cold Front with Merger Bow Shock
1E0657-56
Markevitch et al.
Cool Trails Behind Cold Fronts
Cold fronts with cool trails behind (due to ram pressure)
Abell 1644 (Reiprich et al.)
Image XMM-Newton HardnessSimulation
Tittley
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle• Stagnation condition at cold front• Stand-off distance of bow shock from cold
front
Merger Kinematics
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions
r2/ r1 = (γ + 1) ℳ 2 /[(γ - 1) ℳ 2 + 2]
P2/P1 = [2γℳ 2 - (γ - 1)]/(γ + 1)g = 5/3
Merger Kinematics
Cold Front with Merger Bow Shock
1E0657-56
Markevitch et al.
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions
r2/ r1 = (γ + 1) ℳ 2 /[(γ - 1) ℳ 2 + 2]
P2/P1 = [2γℳ 2 - (γ - 1)]/(γ + 1)g = 5/3
Merger Kinematics
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle
Merger Kinematics
Cold Front with Merger Bow Shock
1E0657-56
Markevitch et al.
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle• Stagnation condition at cold front• Stand-off distance of bow shock from cold
front
Merger Kinematics
Merger Kinematic Diagnostics
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle• Stagnation condition at cold front
Merger Kinematics
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle• Stagnation condition at cold front• Stand-off distance of bow shock from cold
front
Merger Kinematics
Shock stand-off distance (Sarazin 2002)
Give merger Mach number ℳ• Rankine-Hugoniot shock jump conditions• Mach cone angle• Stagnation condition at cold front• Stand-off distance of bow shock from cold
frontFind ℳ ≈ 1.5-2, shock velocity ≈ 2000
km/s
Merger Kinematics
Merger Kinematics – Abell 85
ℳ = 1.4, v = 2150 km/sD = 1.23 Mpc, qv = 71o, qd = 144o, fv = -36o, fd = 194o, y = 52oShock velocity = expected from infall →
Shocks effectively thermalize kinetic energy
Kempner et al
• Temperature changes by 5x in ≲ 5 kpc < mfp
• Thermal conduction suppressed by ~ 100 x
• Kelvin-Helmholtz instabilities suppressed
• Due to transverse or tangled magnetic field?Is conduction generally suppressed in clusters?
Transport Processes – Thermal Conduction
Ettori & Fabian; Vikhlinin et al.