detection of the effect of cosmological large- scale structure on the orientation of galaxies...
Post on 20-Dec-2015
217 views
TRANSCRIPT
Detection of the effect of cosmological large-scale structure on the orientation of galaxies
Ignacio Trujillo, Conrado Carretero & Santiago G. Patiri2006, ApJ, 640, L111
A theoretical motivationThe Tidal Torque Theory (TTT):
Spin of spiral galaxies is generated by tidal torques operating on the primordial material destined to form a galaxy (Peebles 1969; White 1984)
Millennium gas project
Pearce et al. (2006)
A theoretical motivation: stability of the large-scale structure with cosmic time
The TTT prediction:
There must be local correlations between the galaxy rotation axes and the surrounding matter field
s
n
A theoretical motivation
The TTT prediction:
Lee (2004) provides an analytical description of the effect
sn
sn
deg
P (
cos
)
0
1
0 8020 6040
C=0
C=0.3
C=0.5
C=0.7
C=1
Lee (2004)
Detection problems (1)
s
Estimating spin vector : galaxy orientation is degenerated
ς: Inclination is estimated from the semi-minor to semi-major axis b/a
ς=±arcsin(b/a)
Solution: select Edge-on (i.e. ς≤12°) or Face-on (i.e. ς≥78°)
Detection problems (1)
s
Estimating spin vector : galaxy orientation is degenerated
ς: Inclination is estimated from the semi-minor to semi-major axis b/a
ς=±arcsin(b/a)
Solution: select Edge-on (i.e. ς≤12°) or Face-on (i.e. ς≥78°)
Detection problems (2)
Cosmic planes are not measured in real space but in redshift space:
cz=H0d+v0 => Redshift distortion => Finger of God (FOG)
Uncertainty in position of individual galaxies is:
±4.2 h-1 Mpc
Characterization of planes is degenerated
Void based method: a new approach
Search for orientation in the shells of big (>10 h-1 Mpc) voids
Advantages:
-They are not spurious structures
- Uncertainty in centre position: ±2.5 h-1 Mpc
- r: the vector joining the centre of the void to the centre of the galaxy is a
good approximation of the vector n that describes the
matter distribution
Disadvantages:
- Large voids are scarce
n
© T
he
Vir
go P
roye
ct
Void based method: estimating Void based method: estimating θθ1) Searching voids: (x,y,z,r)void
HB Void Finder (Patiri et al. 2006)
2) Selecting galaxies in the shell
3) Selecting edge-on/face-on (spin)
4)
||||
·arccos
rs
rs
SDSS DR3
3732 square degrees 5.5x105 galaxiesbJ = 18.8 mag (90%)
Surveys used: 2dFGRS and SDSS DR3
1500 square degrees 2.2x105 galaxies bJ = 19 mag (90% )
2dFGRS
Maximizing the volume and number of galaxies imply estimate voids using all galaxies brighter than:
MbJ=-19.3+5log(h)
z<0.14 (2dFGRS)
z<0.13 (SDSS)
Our sample
Voids (>10 h-1 Mpc) + shells (4 h-1 Mpc) within the survey:
149 (2dFGRS)
321 (SDSS DR3)
Voids which contain at least one edge-on/face-on spiral in their shells:
49 (2dFGRS)
129 (SDSS)
Final number of galaxies:
60 (edge-on; 2dFGRS)
118 (edge-on; SDSS)
23 (face-on; SDSS)
Total: 201
Results
Statistical Tests for the combined sample
(rejection of null hypothesis):
Kolmogorov-Smirnov: 99.6%
Χ2-test: 99.8%
Deviation of sin(θ): 99.7%
Best strength correlation parameter c:
True value (without redshift distortion) must be higher!!!
1.02.07.0
Summary
1. First statistical significant observation of alignments between disk galaxy orientation and large scale structure
2. Confirmation of one of the main prediction of the Tidal Torque Theory
3. Estimation of the strength correlation parameter c
4. Potential explanation of the Holmberg Effect