/
SATURN’S SATURN’S

SATURN’S - PowerPoint Presentation

tatiana-dople
tatiana-dople . @tatiana-dople
Follow
415 views
Uploaded On 2016-07-05

SATURN’S - PPT Presentation

RINGS Beatriz Frisón Máster en Astrofísica OBSERVATIONS 1610 Galileo satellites 1655 Christian Hygens rigid matter disk 1675 Cassini Cassini division XVIII Laplace ID: 391462

edge ring outer gap ring edge gap outer rings maxwell waves 000 cassini arc radius main saturn mimas thin

Share:

Link:

Embed:

Download Presentation from below link

Download Presentation The PPT/PDF document "SATURN’S" is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.


Presentation Transcript

Slide1

SATURN’S

RINGS

Beatriz Frisón

Máster en AstrofísicaSlide2

OBSERVATIONS

1610- Galileo:

satellites

?

1655 – Christian

Hygens

: rigid matter disk1675– Cassini: Cassini divisionXVIII- Laplace: thin rings1857- Maxwell: little mass1895- Keeler y Campbell: velocitySlide3

MAIN CHARACTERISTICS

Alphabetic

order

by

discovery date9 main rings. Total ≈ 140Dense rings: 7,000 km – 80,000 km (Req)Thickness ≈ 10m – 30,000kmTotal Mass = 3 x 1019 kg ??T

hin

gaps

&

ringletsSlide4

MAIN RINGS STRUCTURESlide5

 

Radius

Radius

/

Optical

Albedo

ThicknessSurf. DensityEccentricity

(km)

Eq

.

radius

Depth

(m)

(g/cm2)

Saturn

Equator

60,268

1.000

D

inner

edge

66,9

1.110

D

outer

edge

74,51

1.236

C

inner

edge

74,658

1.239

0.05 - 0.10

0.12 - 0.30

5

1.4 -5

Titan

ringlet

77,871

1.292

17

0.00026

Maxwell gap/

ringlet

87,491

1.452

17

0.00034

C

outer

edge

92

1.527

0.12

0.2

5

2-7

B

inner

edge

92

1.527

0.4 - 2.5

0.4 - 0.6

5-10

20 -100

B

outer

edge

117,58

1.951

1.8

Cassini

division

0.05 - 0.15

0.2 - 0.4

20

18 -20

A

inner

edge

122,17

2.027

0.4 - 1.0

0.4 - 0.6

10-30

30 -40

Encke

gap

133,589

2.216

Keeler

gap

136,53

2.265

A

outer

edge

136,775

2.269

0.6

0.4 - 0.6

10-30

20 -30

F ring center

140,18

2.326

0.1

0.6

0.0026

G

inner

edge

170

2.82

1.0 x 10-6

105

G

outer

edge

175

2.90

E

inner

edge

181

3

1.5 x 10-5

107

E

outer

edge

483

8

107Slide6

INNER

RINGS

From

inside

to outside:D ring: faint, small. RingletsC ring: Inner: Colombo Gap, Titan RingletOuter: Maxwell Gap, Maxwell RingletB ring: brilliant, massiveCassini Division

: 2:1 Mimas

Huygens Gap:

inner

border

, 2:01 Mimas

A ring

: Atlas. 7:06

with

Jano and

Ephimeteo

.Encke Gap: Pan insideKeeler Gap: Dapthnis insideRocke DivisionF ring: thick, shepherd moons (Prometeus, Pandora).Slide7

OUTER RINGS

From

inside

to

outside:Janus / Epimetheus ring: faint, 5,000 kmG ring: thin,Ring arc at 7:6 Mimas (Aegaeon)Methone Ring arc: 14:15 MimasAnthe Arc Ring: 10:11 MimasPalene

Arc

Ring

: 2500 km

E Ring

:

from

Mima

to

Rhea

.Slide8

PHOEBE RING

06/10/2009 –

Spitzer

i = 27˚

R= 6 -12 x 10

6

kmThickness: 20 DsaturnPhoebe insideSlide9

RING WAVES

Above:

 Waves in Saturn's A ring. The bands in the lower left are spiral density waves, and the bands in the upper right are bending waves. This image was taken by the Cassini spacecraft in 2004. (Saturn is off to the lower left.)Slide10

COMPOSITION

99% ice

Tolins

Silicates

Thin

Atmosphere:O2, H2, OHSlide11

RINGS FORMATION THEORIES

Roche:

satellite

tidal

forzesNebular materialCanup RM theory