Tony Fairall / University of Cape Town / Nov 06

24
Visualizations Supergalactic Cartesian Coordinates SGX Moving Slice 1000 km/s thick SGX from 3000 to -6000 in steps of 500 km/s (This version with labelled features) LOCAL NEIGHBOURHOOD Tony Fairall / University of Cape Town / Nov 06

description

6dF Visualizations Supergalactic Cartesian Coordinates SGX Moving Slice 1000 km/s thick SGX from 3000 to -6000 in steps of 500 km/s (This version with labelled features) LOCAL NEIGHBOURHOOD. Tony Fairall / University of Cape Town / Nov 06. - PowerPoint PPT Presentation

Transcript of Tony Fairall / University of Cape Town / Nov 06

Page 1: Tony Fairall / University of Cape Town / Nov 06

6dF VisualizationsSupergalactic Cartesian Coordinates

SGX Moving Slice1000 km/s thick

SGX from 3000 to -6000in steps of 500 km/s

(This version with labelled features)

LOCAL NEIGHBOURHOOD

Tony Fairall / University of Cape Town / Nov 06

Page 2: Tony Fairall / University of Cape Town / Nov 06

‘Labyrinth’ software (written by C. Hultquist and S. Perumal)

Where two or more galaxies are separated by less than the percolation distance (i.e. in groups,clusters or large-scale structures), they are enclosed within a transparent surface. The percolation distance used here is 100 km/s in redshift space at cz=0, but increased with increasing cz to compensate for the drastic decrease in data density.

The colours carry no meaning, except the blue serves to subdue the visual appearance of the distant structures (that look thicker since they were created with a larger percolation distance), in balance with the nearer structures.

Page 3: Tony Fairall / University of Cape Town / Nov 06

PowerPoint presentation allows one to scroll forwards and backwards

Page 4: Tony Fairall / University of Cape Town / Nov 06

0 -5000+5000

+SGY

-SGY

-SGZ+SGZ

Looking in a negative SGX direction.This grid applies to all slides following.

REFERENCEGRID

O

100 M pc

Page 5: Tony Fairall / University of Cape Town / Nov 06

SGX = 3000

Each slice is 1000 km/s thick.

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

Page 6: Tony Fairall / University of Cape Town / Nov 06

SGX = 2500

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

100 M pc

Page 7: Tony Fairall / University of Cape Town / Nov 06

SGX = 2000

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

V1

V2

100 M pc

Newly identified voids(numbered from

V1 to V526)labelled in this colour

Page 8: Tony Fairall / University of Cape Town / Nov 06

SGX = 1500

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

COLUMBA VOID

V1

V2

100 M pc

Previously catalogued voids(e.g. Fairall 1998) labelled

in this colour

Page 9: Tony Fairall / University of Cape Town / Nov 06

SGX = 1000

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

AQUARIUSVOID

CANIS MAJORVOID

COLUMBA VOID

V1

V2

100 M pc

Page 10: Tony Fairall / University of Cape Town / Nov 06

SGX = 500

F O

R

N

A

X

W

A

L L

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

O

ORIONVOID

AQUARIUSVOID

CANIS MAJORVOID

COLUMBA VOID

V1

100 M pc

Page 11: Tony Fairall / University of Cape Town / Nov 06

SGX = 0

F O

R

N

A

X

W

A

L L

ERIDANUSVOID

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

OUR GALAXY

LOCALVOID

AQUARIUSVOID

CANIS MAJORVOID

COLUMBA VOID

V1

V3

V4

100 M pc

Page 12: Tony Fairall / University of Cape Town / Nov 06

SGX = -500

FORNAX CLUSTER

ERIDANUSVOID

ERIDANUSVOID

F O

R

N

A

X

W

A

L L

ZOAZOA

6dF LOCAL STRUCTURES

N O D A T A F

O R N O R T H E R N D

E C L I N A T I O

N S

CETUSVOID

VOLANSLOCALVOID

CRATER

O

AQUARIUSVOID

MICROSCOPIUMVOID

CANIS MAJORVOID

COLUMBA VOID

A3354

V1

V3

V4

V5

V6

100 M pc

Page 13: Tony Fairall / University of Cape Town / Nov 06

SGX = -1000

F O

R

N

A

X

W

A

L L

ERIDANUSVOID

ZOAZOA

6dF LOCAL STRUCTURES

CETUSVOID

LOCALVOID

O

AQUARIUSVOID

MICROSCOPIUMVOID

CANIS MAJORVOID

SCULPTORVOID

V1

V3

V5

V6

100 M pc

Page 14: Tony Fairall / University of Cape Town / Nov 06

SGX = -1500

ERIDANUSVOID

ZOAZOA

6dF LOCAL STRUCTURES

CETUSVOID

LOCALVOID

O

AQUARIUSVOID

MICROSCOPIUMVOID

SCULPTORVOID

V1

V3

V5

V6

V7V8

V9

V10

V11

V13

V14

100 M pc

Page 15: Tony Fairall / University of Cape Town / Nov 06

SGX = -2000

ERIDANUSVOID

ZOAZOA

6dF LOCAL STRUCTURES

LOCALVOID

O

DRACO VOID

AQUARIUSVOID

MICROSCOPIUMVOID

SCULPTORVOID

HYDRACLUSTER

V8

V9

V10

V11

V12

V13

V14V16V17

V18

100 M pc

Page 16: Tony Fairall / University of Cape Town / Nov 06

SGX = -2500

ERIDANUSVOID

ZOAZOA

6dF LOCAL STRUCTURES

LOCALVOID

O

DRACO VOID

AQUARIUSVOID

MICROSCOPIUMVOID

A3698

V10

V11

V13

V14

V15

V16V17

V18

100 M pc

Page 17: Tony Fairall / University of Cape Town / Nov 06

SGX = -3000

ZOAZOA

6dF LOCAL STRUCTURES

O

MICROSCOPIUMVOID

HYDRAVOID

A3565

CENTAURUS

CLUSTER

A3742

A3229

V14

V15

V16V17

V19

V20

V21

V22

100 M pc

Page 18: Tony Fairall / University of Cape Town / Nov 06

SGX = -3500

ZOAZOA

6dF LOCAL STRUCTURES

O

MICROSCOPIUMVOID

HYDRAVOID

A3559

A3574

A3656

V14

V15

V16V17

V19

V20

V21

V22

100 M pc

Page 19: Tony Fairall / University of Cape Town / Nov 06

SGX = -4000

ZOAZOA

6dF LOCAL STRUCTURES

O

MICROSCOPIUMVOID

HYDRAVOID

FURTHERCENTAURUS

A3537

V14V17

V19

V21

V22

100 M pc

Page 20: Tony Fairall / University of Cape Town / Nov 06

SGX = -4500

ZOAZOA

6dF LOCAL STRUCTURES

O

A3627

V21

100 M pc

HYDRAVOID

Page 21: Tony Fairall / University of Cape Town / Nov 06

SGX = -5000

ZOAZOA

6dF LOCAL STRUCTURES

O

HYDRAVOID

A3389V21

100 M pc

Page 22: Tony Fairall / University of Cape Town / Nov 06

SGX = -5500

ZOAZOA

6dF LOCAL STRUCTURES

O

APUSVOID

A3581

V21

100 M pc

Page 23: Tony Fairall / University of Cape Town / Nov 06

SGX = -6000

ZOAZOA

6dF LOCAL STRUCTURES

O

APUSVOID

100 M pc

Page 24: Tony Fairall / University of Cape Town / Nov 06

End of sequence