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Chapter 26. The Sun & The Solar System. Chapter 26.1. The Sun’s Size, Heat, and Structure. The Sun’s Size. Diameter of about 1,400,000 kilometers Could fit around 1 million Earths inside the Sun Not a large star compared to other stars. The Sun’s Energy.
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Chapter 26 The Sun & The Solar System
Chapter 26.1 The Sun’s Size, Heat, and Structure
The Sun’s Size • Diameter of about 1,400,000 kilometers • Could fit around 1 million Earths inside the Sun • Not a large star compared to other stars
The Sun’s Energy • All stars get their energy from fusion • Fusion = the combining of the nuclei of lighter elements to form heavier elements • E=mc2 (energy is equal to mass times the speed of light squared) • Means that matter can be converted into energy, which happens during fusion
The Sun’s Energy • Stars have such intense heat and pressure that atoms are torn apart into nuclei and electrons • Hydrogen and Helium exist as plasma • Plasma = a fourth state of matter consisting of charged particles
The Sun’s Energy • The nuclei are moving at such great speeds and under intense heat that they will fuse • When the nuclei fuse, it creates energy
Describe in your own words how the Sun generates so much energy.
The Sun’s Layers • The Core • Consists mostly of hydrogen and helium ions in a plasma state • 100 times as dense as water • Temperature : 15,600,000 oC
The Sun’s Layers • Radiative Zone • Layer of plasma that lies around the core • Temperature: cooler than the core • 8,000,000 oC near the core • 2,000,000 oC near the convection zone
The Sun’s Layers 3. Convection Zone • Rising and falling currents of plasma carry energy to the sun’s surface, where it is radiated out into space as sunlight • Temperature: 1,500,000 oC
The Sun’s Layers 4. Photosphere • The visible surface of the sun • Tops of the currents form structures called granules • 1,000 km wide and last for 20 minutes • Temperature: 6,000 oC
The Sun’s Layers 5. Chromosphere • Inner layer of the Sun’s atmosphere • Extends thousands of kilometers above the photosphere • Temperature : 20,000 oC • Hydrogen within emits a distinctive reddish light • Solar prominences: dense clouds of material that can erupt and extend into space
The Sun’s Layers 6. Corona • Thin outer atmosphere • Million times less bright than the photosphere • Temperature: 1,000,000 oC to 3,000,000 oC
Sunspots • Dark spots on the photosphere • Range in size from barely visible to four time larger than Earth’s diameter • Very hot and bright • Look dark because the surrounding photosphere is so much hotter and brighter • Magnetic field is 1,000 times stronger than the surrounding photosphere
Sunspot Movement • Move from left to right across the sun’s surface • Indicates that the sun rotates on an axis • The sun is not a solid so the rate of rotation varies from place to place • Equator = 25 days • Poles = 34 days • 11 year cycle of peak activity
Solar Winds • Produced by a constant stream of electrically charged particles given off by the corona • Travel through space at speeds of about 450 km per second • Earth’s magnetic field deflects most solar winds
Auroras • As solar wind blows by past Earth, some particles interact with Earth’s magnetic field and upper atmosphere • Causes displays of color and light in the upper atmosphere • Called northern lights because they occur in regions near Earth’s magnetic poles
Mars has either no magnetic field or a very weak one. Why does this fact make it unlikely that life exists at the present time on the surface of mars?
Observing the Solar System: A History Chapter 26.2
The Movement of Planets and Stars • For thousands of years people believed that Earth stood still in the center of the universe • Geocentric Model = Earth – Centered Model
Star Movement? • As long as 6,000 years ago, astronomers were recording the movement of the stars • Imagined that stars were like holes in a solid celestial sphere that surrounded the Earth
Star Movement? • Beyond the sphere, was an intense light that shone through the holes • Concluded that the stars moved around Earth as the sphere rotated
Draw a picture of a geocentric model with the celestial sphere of stars
Constellations • Early astronomers noticed that the same constellation, or groups of stars, became visible at the same time every year. • Many cultures used the changing of constellations as a basis for a calendar
Planetary Movement • Early astronomers noted that not all points of light in the sky are fixed in constellations • Some wander across the sky, changing position over the course of days, weeks, and months • Inferred that these points of light were other planets that are closer to Earth than the stars are
Retrograde Motion • Early astronomers observed that most of the time planets moved eastward relative to the background of constellations EAST WEST
Retrograde Motion • Periodically the planets stopped moving eastward and moved westward for a few weeks, then resumed their eastward paths • This pattern of backward motions is called Retrograde Motion
What is retrograde motion? What do you think is causing this phenomenon?
Ptolemy’s Geocentric Model • Greek astronomer who lived in Egypt in 200 A.D • Developed a model that could be used to predict the location of the planets • Ptolemy’s model was used by astronomers until the 16th century
Ptolemy’s Geocentric Model • Each planet moves on small circular orbits called epicycles • The center of each small orbit moved around Earth on a larger circular orbit called a deferent
Ptolemy’s Geocentric Model • Retrograde motion occurred when the planet moved along the part of the epicycle that an observer on Earth could see. • However, Ptolemy’s model didn’t work perfectly. Observations did not always correlate with the models predictions
How did Ptolemy account for retrograde motion in his model of the solar system?
Copernicus’s Heliocentric Model • Polish Astronomer - 1473-1543 • Proposed a Heliocentric Model: Sun – centered solar system • Suggested that Earth was a rotating planet that revolved around the Sun
Copernicus’s Heliocentric Model • Retrograde Motion is a result of planets orbiting the Sun counterclockwise at different distances and speeds • Example: • Earth orbits faster than Mars • When Earth overtakes and begins to pass Mars, it make Mars appear to move backward • After Earth has fully passed, Mars’s normal motion appears to resume
Retrograde Motion Video • http://www.youtube.com/watch?v=72FrZz_zJFU
Use a Venn diagram to compare and contrast Ptolemy’s Model and Copernicus’s Model?
Tycho, Kepler, & Planetary Motion Tycho Brahe: Danish astronomer in the 16th Century • Studied the movement of moons and planets throughout their entire orbit • Discovered unexpected occurrences within the orbits • His record were the most precise before the invention of the telescope
Kepler’s Laws • Johannes Kepler - Tycho’s assistant • Discovered that the unexpected occurrences could be explained if the planets’ orbits were elliptical, rather than round • Developed 3 Laws of Celestial Mechanics
1st Law of Planetary Motion • Planets travel in elliptical orbits with the sun at one focus • An ellipse has two foci on opposite side of the center • Since the Sun is located at one focus of the ellipse, a planet’s distance from the sun will change throughout its orbit
2nd Law of Planetary Motion • Equal Area Law: each planet moves around the sun in such a way that an imaginary line joining the planet to the sun sweeps over equal areas of space in equal periods of time • Means that the speed at which a planet travels around the sun is not constant • Planets travel faster when they are closer to the Sun
3rd Law of Planetary Motion • Harmonic Law: The period (P) of a planet squared is equal to the cube of its mean distance (D) from the Sun. P2 = D 3 • The farther the planet is from the sun, the longer its period of revolution
Isaac Newton and the Law of Gravitation • English scientist and mathematician 1642-1727 • Developed an explanation for what kept the planets in motion
Law of Gravitation • Every mass exerts a force of attraction on every other mass
Law of Gravitation • Every mass exerts a force of attraction on every other mass • The strength of that force is proportional to each of the masses
Law of Gravitation • Every mass exerts a force of attraction on every other mass • The strength of that force is proportional to each of the masses • The strength of that force is inversely proportional to the distance between them