from hazes to bubbles: putting it all together... Greg Dobler - - PowerPoint PPT Presentation

from hazes to bubbles
SMART_READER_LITE
LIVE PREVIEW

from hazes to bubbles: putting it all together... Greg Dobler - - PowerPoint PPT Presentation

Greg Dobler (KITP/UCSB) from hazes to bubbles: putting it all together... Greg Dobler (KITP/UCSB) microwaves... WMAP 23 GHz Greg Dobler (KITP/UCSB) microwaves... CMB WMAP 23 GHz Greg Dobler (KITP/UCSB) microwaves... WMAP 23 GHz Greg Dobler


slide-1
SLIDE 1

Greg Dobler (KITP/UCSB)

from hazes to bubbles:

putting it all together...

slide-2
SLIDE 2

Greg Dobler (KITP/UCSB)

microwaves... WMAP 23 GHz

slide-3
SLIDE 3

Greg Dobler (KITP/UCSB)

WMAP 23 GHz CMB microwaves...

slide-4
SLIDE 4

Greg Dobler (KITP/UCSB)

WMAP 23 GHz microwaves...

slide-5
SLIDE 5

Greg Dobler (KITP/UCSB)

dust (spinning and thermal)

WMAP 23 GHz microwaves...

slide-6
SLIDE 6

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

free-free

microwaves...

slide-7
SLIDE 7

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

synchrotron

microwaves...

slide-8
SLIDE 8

Greg Dobler (KITP/UCSB)

microwaves...

Haslam et al. (1982) Hα (Finkbeiner, 2003) Schlegel et al. (1998) WMAP 23 GHz

slide-9
SLIDE 9

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

dust (spinning and thermal Tν∝ν1.7)

microwaves...

slide-10
SLIDE 10

Greg Dobler (KITP/UCSB)

Finkbeiner, Davis, & Schlegel (1999)

dust (spinning and thermal Tν∝ν1.7)

microwaves...

slide-11
SLIDE 11

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

free-free Tν∝ν-2.15

microwaves...

slide-12
SLIDE 12

Greg Dobler (KITP/UCSB)

Finkbeiner (2003)

Tν∝ν-2.15 free-free

microwaves...

slide-13
SLIDE 13

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

synchrotron Tν∝ν-3.0

microwaves...

slide-14
SLIDE 14

Greg Dobler (KITP/UCSB)

synchrotron Tν∝ν-3.0

Haslam et al. (1982)

microwaves...

slide-15
SLIDE 15

WMAP 23 GHz

Greg Dobler (KITP/UCSB)

synchrotron Tν∝ν-3.0 free-free Tν∝ν-2.15 dust (spinning and thermal Tν∝ν1.7)

microwaves...

slide-16
SLIDE 16

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

synchrotron Tν∝ν-3.0 free-free Tν∝ν-2.15 dust (spinning and thermal Tν∝ν1.7)

slide-17
SLIDE 17

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

synchrotron Tν∝ν-3.0 free-free Tν∝ν-2.15 dust (spinning and thermal Tν∝ν1.7)

slide-18
SLIDE 18

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

free-free Tν∝ν-2.15

slide-19
SLIDE 19

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

free-free Tν∝ν-2.15

slide-20
SLIDE 20

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

dust (spinning and thermal) Tν∝ν1.7

slide-21
SLIDE 21

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

dust (spinning and thermal) Tν∝ν1.7

slide-22
SLIDE 22

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

synchrotron Tν∝ν-3.0

slide-23
SLIDE 23

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

synchrotron Tν∝ν-3.0

slide-24
SLIDE 24

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

slide-25
SLIDE 25

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

microwave “haze”

slide-26
SLIDE 26

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

“full sky fit” microwave haze

slide-27
SLIDE 27

Greg Dobler (KITP/UCSB)

= + +

WMAP 23 GHz

“regional fit” microwave haze

slide-28
SLIDE 28

Greg Dobler (KITP/UCSB)

WMAP 23 GHz

microwave haze

what is it? (we’ll get to that) but first, what makes it unique? . diffuse and extended (~ 5 kpc x 12 kpc) . spectrum

Dobler (2012a)

slide-29
SLIDE 29

Greg Dobler (KITP/UCSB)

WMAP 23 GHz

microwave haze

what is it? (we’ll get to that) but first, what makes it unique? . diffuse and extended (~ 5 kpc x 12 kpc) . spectrum

Dobler (2012a)

slide-30
SLIDE 30

Greg Dobler (KITP/UCSB)

what is it? (we’ll get to that) but first, what makes it unique? . diffuse and extended (~ 5 kpc x 12 kpc) . spectrum consistent with synchrotron from a very hard electron population:

dN/dE ∝ E-2.0

Dobler (2012a) Dobler & Finkbeiner (2008)

slide-31
SLIDE 31

Greg Dobler (KITP/UCSB)

gamma-rays...

slide-32
SLIDE 32

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

Dobler et al. (2010)

gamma-rays...

slide-33
SLIDE 33

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

Dobler et al. (2010)

gamma-rays...

slide-34
SLIDE 34

visible even with no templates, no fitting, no subtraction, etc...

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

Dobler et al. (2010)

gamma-rays...

slide-35
SLIDE 35

Greg Dobler (KITP/UCSB)

gamma-rays from the Galaxy

Fermi 2-5 GeV

slide-36
SLIDE 36

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

π0 decay

gamma-rays from the Galaxy

slide-37
SLIDE 37

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

π0 decay inverse Compton plus bremsstrahlung (subdominant)

gamma-rays from the Galaxy

slide-38
SLIDE 38

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

π0 decay inverse Compton plus bremsstrahlung (subdominant) extragalactic plus particle contamination

gamma-rays from the Galaxy

slide-39
SLIDE 39

Greg Dobler (KITP/UCSB)

π0 decay

Fermi 2-5 GeV

gamma-rays from the Galaxy

slide-40
SLIDE 40

Greg Dobler (KITP/UCSB)

morphological tracers of emission

π0 decay Schlegel, Finkbeiner, & Davis (1998)

slide-41
SLIDE 41

Greg Dobler (KITP/UCSB)

SFD (100 μm) Fermi 2-5 GeV

Dobler et al. (2010)

morphological tracers of emission

slide-42
SLIDE 42

Greg Dobler (KITP/UCSB)

SFD (100 μm) Fermi 2-5 GeV

Dobler et al. (2010)

morphological tracers of emission

slide-43
SLIDE 43

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

morphological tracers of emission

Dobler et al. (2010)

slide-44
SLIDE 44

Greg Dobler (KITP/UCSB)

Fermi 2-5 GeV

Fermi collab. (2012)

morphological tracers of emission

slide-45
SLIDE 45

Greg Dobler (KITP/UCSB)

Fermi data 2-5 GeV diffuse model 2-5 GeV Fermi “haze/bubbles”

Dobler et al. (2010)

Fermi “haze”

...and later the “Fermi bubbles”

(Su et al., 2010)

slide-46
SLIDE 46

Greg Dobler (KITP/UCSB)

Dobler et al. (2010)

the Fermi Haze a.k.a. Fermi Bubbles

slide-47
SLIDE 47

Greg Dobler (KITP/UCSB)

Dobler et al. (2010)

the Fermi Haze a.k.a. Fermi Bubbles

roughly “flat” brightness profile

slide-48
SLIDE 48

Greg Dobler (KITP/UCSB)

the Fermi Haze a.k.a. Fermi Bubbles

roughly “flat” brightness profile

Su et al. (2010)

slide-49
SLIDE 49

the Fermi haze/bubbles

Greg Dobler (KITP/UCSB)

Fermi data 2-5 GeV diffuse model 2-5 GeV Fermi “haze/bubbles”

Dobler et al. (2010)

slide-50
SLIDE 50

Greg Dobler (KITP/UCSB)

electron spectra

. the same spectrum (normalization and slope) reproduces the microwave and gamma-ray emission . the characteristic energy of the emitting electrons for microwaves is Ee~10 GeV but for gammas is Ee~1 TeV . this implies very little cooling of the cosmic-ray population

–2.0

dN/dE ∝ E

slide-51
SLIDE 51

Greg Dobler (KITP/UCSB)

= + + 23 GHz haze

Dobler (2012)

slide-52
SLIDE 52

Greg Dobler (KITP/UCSB)

= + + 23 GHz haze

Dobler (2012) WMAP “drops” here (b~-35o) Fermi “cuts off” here (b~-50o)

are they the same structure? are the Fermi edges “real”?

slide-53
SLIDE 53

Greg Dobler (KITP/UCSB)

Dobler (2012b)

are they the same structure? are the Fermi edges “real”?

slide-54
SLIDE 54

Greg Dobler (KITP/UCSB)

coincident “edge”?

Dobler (2012b)

slide-55
SLIDE 55

Greg Dobler (KITP/UCSB)

coincident “edge”? YES!

independent confirmation that the Fermi Haze/Bubbles edges are real demonstrates conclusively that the microwave and gamma-ray haze/bubbles are the same structure observed at multiple wavelengths strongly suggests an inverse Compton origin for the gamma- ray emission and that the microwave emission represents a separate component of diffuse synchrotron Dobler (2012b)

slide-56
SLIDE 56

Greg Dobler (KITP/UCSB)

Planck

The Galactic haze/bubbles is shown here in PLANCK data from 30-44 GHz A multi-wavelength composite image showing both microwaves and gamma-rays: PLANCK 30 GHz (red), 44 GHz (green), and Fermi 2-5 GeV (blue). The same structure at 2-5 GeV as seen by the Fermi Gamma-Ray Space Telescope

Planck Collaboration, 2012

slide-57
SLIDE 57

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

. divide sky into 10 regions

slide-58
SLIDE 58

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

. divide sky into 10 regions . five template fit to the data on each region independently . “stitch” together to form a full sky model and residual map

slide-59
SLIDE 59

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

. divide sky into 10 regions . five template fit to the data on each region independently . “stitch” together to form a full sky model and residual map . apply multi-template, multi-region fit to each Planck and WMAP band

slide-60
SLIDE 60

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

. divide sky into 10 regions . five template fit to the data on each region independently . “stitch” together to form a full sky model and residual map . apply multi-template, multi-region fit to each Planck and WMAP band

2.5

ν scaling yields roughly constant brightness with frequency

slide-61
SLIDE 61

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483 Bayesian/Gibbs haze residual

slide-62
SLIDE 62

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

Planck wavelength coverage allows us to measure the spectrum of the haze/bubbles residual to high precision from ~20-61 GHz and with little systematic bias:

–2.55

TH ∝ ν

  • r

dN –2.1 ––– ∝ E dE

slide-63
SLIDE 63

Greg Dobler (KITP/UCSB)

Planck

Planck Collaboration, 2012, arXiv:1208.5483

excellent spatial agreement between the low latitude “edges” in microwaves and gamma-rays high latitude “edge” (spatially coincident with the gamma-ray edge) detected in Planck 30 GHz as well

slide-64
SLIDE 64

Greg Dobler (KITP/UCSB)

Dobler (2012b)

measuring B-fields in radio bubbles

since synchrotron emissivity depends

  • n the magnetic field strength B and

the electron spectrum ne, while the inverse Compton intensity is a function of the interstellar radiation field R and the electron spectrum ne, we can derive an estimate of B ~ 5 µG. emissivity = jν(B, ne) intensity = Iγ(R, ne)

slide-65
SLIDE 65

Greg Dobler (KITP/UCSB)

Dobler (2012a)

polarization

slide-66
SLIDE 66

what is it???

Greg Dobler (KITP/UCSB)

slide-67
SLIDE 67

this structure is very odd! 1.) sharp edges plus flat profile 2.) “flat” spectrum 1.) seems to imply a very contrived electron distribution since constant volume emissivity gives limb-darkened profiles and shell emissivity gives limb brightened profiles. 2.) seems to imply injection of electrons at ~TeV with a very hard spectrum the contenders:

  • wind (e.g., Crocker & Aharonian 2011): time scales too long, no Hα, violates 1.)
  • starburst: no Hα, likely violates 1.) and 2.)
  • AGN (e.g., Guo & Matthews 2011): violates 1.)
  • 2nd order Fermi acc. (e.g., Mertsch & Sarkar 2011): violates 1.), synchrotron?
  • DM annihilation (e.g., Dobler, Cholis, & Weiner 2011): violates 1.)

Greg Dobler (KITP/UCSB)

what is it???

slide-68
SLIDE 68

this structure is very odd! 1.) sharp edges plus flat profile 2.) “flat” spectrum 1.) seems to imply a very contrived electron distribution since constant volume emissivity gives limb-darkened profiles and shell emissivity gives limb brightened profiles. 2.) seems to imply injection of electrons at ~TeV with a very hard spectrum

Greg Dobler (KITP/UCSB)

what is it???

slide-69
SLIDE 69

this structure is very odd! 1.) sharp edges plus flat profile 2.) “flat” spectrum 1.) seems to imply a very contrived electron distribution since constant volume emissivity gives limb-darkened profiles and shell emissivity gives limb brightened profiles. 2.) seems to imply injection of electrons at ~TeV with a very hard spectrum the contenders:

  • wind (e.g., Crocker & Aharonian 2011): time scales too long, no Hα, violates 1.)
  • starburst: no Hα, likely violates 1.) and 2.)
  • AGN (e.g., Guo & Matthews 2011): violates 1.)
  • 2nd order Fermi acc. (e.g., Mertsch & Sarkar 2011): violates 1.), synchrotron?
  • DM annihilation (e.g., Dobler, Cholis, & Weiner 2011): violates 1.)

Greg Dobler (KITP/UCSB)

what is it???

slide-70
SLIDE 70

many puzzles... but may opportunities!

Greg Dobler (KITP/UCSB)

  • where (and how) are cosmic-rays accelerated in jets?

. jet itself? if so, then what about cooling times? . shock front? where are the microwaves? . what about limb brightening? 10 years of Fermi and/or CTA may provide answers

  • why is the brightness profile so flat?

. neither constant volume nor shell emissivity fit the data . why is the “stem” as bright or brighter than the rest of the bubble?

  • what is nature of the magnetic field in jet-blown bubbles?

. no polarized signal with WMAP (but one isn’t likely given the noise) . future polarization data may constrain magnetic turbulence in jets

slide-71
SLIDE 71