Outline 1.Conven(onal+pictures+of+galac(c+shocks+and+a+ - - PDF document

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Outline 1.Conven(onal+pictures+of+galac(c+shocks+and+a+ - - PDF document

7th Korean Astrophysics Workshop: Dynamics of Disk Galaxies Oct.21- 24, 2013, Seoul National University Dynamics of the ISM in Galactic Spirals in isolated and non-barred systems Keiichi Wada Kagoshima University, Japan related


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SLIDE 1

Dynamics of the ISM in Galactic Spirals

Keiichi Wada

7th Korean Astrophysics Workshop: Dynamics of Disk Galaxies Oct.21- 24, 2013, Seoul National University

Kagoshima University, Japan related recent papers:

Baba, KW, Saitoh (2012) KW, Baba, Saitoh (2011) Fujii, Baba, Saitoh, Makino, Kokubo, KW (2011) Baba, Saitoh, KW (2010) Baba, Asaki, Makino, Miyoshi, Saitoh, KW (2009) KW (2008)

A review paper “Spiral Structures in Disk Galaxies”: Dobbs & Baba (2014?) PASP

in “isolated” and “non-barred” systems

modeling MW =>

Outline

1.Conven(onal+pictures+of+galac(c+shocks+and+a+ more+realis(c+case+in+a+fixed+poten(al 2.+Stellar+Spirals+as+structures+in+dynamic+ equilibrium 3.++ISM+in+nonCsteady+stellar+spirals+≠+galac(c+shock 4.++Observa(onal+test:++“offset”+between+stellar+and+ gas+spirals

2

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SLIDE 2

Galactic shock in a tight winding spiral potential

(Fujimoto 1968; Roberts 1969; and many papers in 70s and 80s) density Spiral potential Stream of the ISM Gas velocity decelerate accelerate shock ISM is compressed downstream Star formation is triggered Spiral arms are illuminated by OB stars

Ishibashi & Yoshii 1984

3

“Offset”(and(“age(gradient”(are( naturally(expected

4

TwoCcomponent,++SPH+Dobbs+ (2008)

2D/3D-Spiral-shocks-are-neither-smooth-nor-stable

  • - cf.-the-first-2D-simula<ons-of-the-galac<c-shocks--(Johns&Nelson-1986)

Wada+(2008)

SheVy+&+Ostriker+2006 Kim+&+Ostriker+2006 3D,+MHD,+selfCgraivty Wada+&+Koda+(2004)

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SLIDE 3

Classic-‘galac<c-shocks’-

  • inhomogeneous-quasiKsteady-arms
  • +-interKarm-substructures

poten<al-trough poten<al-trough

Roberts-1969

3D,-selfgravity-+-cooling-and-hea<ng--in-steady-2Karm-spiral

5

Wada((2008)

Inhomogeneous arms are loosely associated with the background spiral potential.

Time+[Myr] evolve

spirals are spontaneously formed ⇒ wound by rotation ⇒ deformed/merged ⇒ reformed

  • X

disk=3x10^6 particles

All spiral modes are time-dependent

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SLIDE 4

7

Swarming stars causes the non-steady spirals:

“epicyclic motion”, but with a kpc scale travel,

  • scillation on angular momentum space

⇒ guiding center moves (L, E are no longer constant)in the non-linear stage ⇒ “swarm” of stars ⇒ non-steady spirals

Baba, Wada,Saitoh (2013)

Lz Energy Radius

Lindblad diagram

Angular momentum

The large epicycle motions are also seen in the ISM

8

VKband-surface-density Gas-surface-density +-young-stars

Spirals-are-wound-(not-`paWern’) -recurrently-formed NonKsta<onary:- stretching/bifurca<ng/merging Gas-arms-are-associated-with-stellar-arms-with-substructure

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SLIDE 5

Amplitude of stars and gas at different radii on their rotating frames

9

Stellar+density Gas+density

KW,+Baba,+Saitoh+(2011)

Gas-clouds-are-associated-with-nonKsteady-stellar-arms,-

  • without-clear-offset.

←+steady+galac(c+shock+(Ishibashi+&Yoshii+1984)

10

On#a#local#galac)c#galac)c#rota)ng#frame, Cold#gas#clouds#have#large#(283#kpc)#“epicycle”#mo)ons,# #collide#near#the#stellar#spirals,#forming#massive#associa)ons.

Galac(c+ center

‘GMAs’--have-strong(shear(mo>on.---source(of(turbulence?

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SLIDE 6

Dynamics+of+cold+gas+and+stellar+spirals

*+Cold+gases+collide+near+the+stellar+arms+on+the+rota(ng+frame *+Kpc+scale+radial+mo(ons++ *+Hard+to+define+“life+(me+of+clouds”+++(=>+Dobbs+&+Pringle)

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difference-between-steady-&-global-density-waves- and-nonKsteady,-NKbody-spirals

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SLIDE 7

Each portion of spiral moves following the galactic rotation

⇒ Not “global waves” with a constant pattern speed Azimuth angle

-High-density-regions-of-stars-move- slower-in-the-outer-part

  • -The-spiral-arms-are-in-fact-wound!

← Angular+velocity+of+m=4+spirals Bar

Essen<al-difference-between-rigid,-global-density-waves- vs.-`live’-spirals-in-a-dynamical-equilibrium

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radius

Rota(onal+velocity

spiral gas Gas-can-be-‘supersonic’- for-the-spiral-poten<al

Rota<onal-velocity

radius

spiral gas

Gas++is+‘subsonic’+(random+ velocity+~++rela(ve+velocity+ to+the+stellar+poten(al).

”coArota>on”(is( everywhere!

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SLIDE 8

15

Gas-mo<on:--Live-vs.-Rigid-spiral

Random#or#converging#flows Regular-flows-typically-seen-in-- galac<c-shock

u

supersonic subsonic

density

shock

Stellar+poten(al

If-ISM-is-supersonic-rela<ve-to

  • a-sta<onary-poten<al,-a-shock-could-be-formed.

cs

Conven<onal-galac<c-shock

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SLIDE 9

u

supersonic subsonic

Gas-density Both-ISM-and-spiral-poten<al-follow-galac<c-rota<on

cs ∼ vturb vgas ∼ vspiral ∼ vrot

Gas+flows+ Gas+flows+

Φ(x, t)

Spiral-poten<al-itself-is-<meKdependent

  • --This-makes-the-boundKclouds--unbound.

new+picture+of+galac(c+spiral

No(systema>c(“offset”(is(expected

0.25+Gyr 0.14+Gyr

No-systema<c-offset-between-young-stars-and-gas/old-stars

No-clear-offset-between-young-stars-and-gas.

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SLIDE 10

PaVern+speed+of+spiral:+offset+method+(Egusa+2009)

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  • Assump>ons-based-on-the-density-wave-hypothesis:
  • 1)-spiral(paGern(is(rigid
  • 2)--gas-rotates-in-pure(circular(orbits

Offset(angle(is(a(linear func>on(of(PaGern(speed and(star(forma>on(>me(scale+

20

Five-“successful”-cases-out-of-eight

Egusa+2009

NGC-628 NGC-4254 M51 NGC-4303 NGC-5457

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SLIDE 11

Summary: new picture of multi-arm spirals in an isolated/non-barred galaxies

21

■ Stellar spirals= Dynamic equilibrium structures in a self- gravitating disk

Key physics: non-linear epicycle motion+ comoving with galactic rotation

■ Both stellar spirals& ISM move following galactic

differential rotation

⇒ ISM falls into the spiral potential from both sides, forming dense regions (⇒ GMCs) ⇒ The dense gas moves into the inter- arm region as the potential changes ⇒ entering other spirals ⇒ ■ Galactic spirals in isolated systems are NOT global,

standing galactic shocks. We do not expect systematic

  • ffset between gas and stars (spirals).

(Baba, KW, Saitoh 2013) (KW, Baba, Saitoh 2012)