1 / 69

Neutron Stars and Black Holes

Neutron Stars and Black Holes. Star Chapter 22. Standards. Understand the scale and contents of the universe. Explain how objects in the universe emit different electromagnetic radiation and how this information is used. Examine investigations of current interest in science. Neutron Stars.

tremper
Télécharger la présentation

Neutron Stars and Black Holes

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Neutron Stars and Black Holes Star Chapter 22

  2. Standards • Understand the scale and contents of the universe. • Explain how objects in the universe emit different electromagnetic radiation and how this information is used. • Examine investigations of current interest in science.

  3. Neutron Stars • What remains after a supernova explosion? • Type I: there is probably nothing left.

  4. Neutron Stars • Type II (core-collapse supernova): part of star may survive. • Tiny ultra-compressed remnant of matter in a strange state. • Called a neutron star.

  5. Neutron Stars • Neutron stars are extremely small and very massive. • They are composed purely of neutrons, packed together in a ball about 20 km across (about size of a city).

  6. Size of typical neutron star next to Manhattan Island

  7. Neutron Stars • They have a mass greater than the sun’s. • They are incredibly dense (~1 billion times denser than a white dwarf). • A single thimbleful of neutron star material would weigh 100 million tons, about as much as a good-sized mountain.

  8. Neutron Stars • They are solid objects with extremely powerful gravity. • On a neutron star, a 150 pound human would weigh the Earth-equivalent of 1 million tons! • The severe pull of gravity would flatten you thinner than the piece of paper you’re writing on!

  9. Neutron Stars • They rotate rapidly (many times/s) and have strong magnetic fields.

  10. Pulsars • The 1stobservation of a neutron star was in 1967 in the form of a pulsar. • Pulsars emit radio radiation in the form of rapid pulses. • Some also emit visible, x-ray and gamma radiation. Regular change in intensity of radio radiation

  11. Pulsars • Their periods of pulses range from 3 – 30 times/s. • Best current model: they are spinning neutron stars that periodically flash radiation toward Earth, like a revolving lighthouse beacon. • All pulsars are neutron stars but not all neutron stars are pulsars.

  12. a: Crab Pulsar, blinks on & off 30 times/s b: visible image showing pulsing c: x-ray image showing pulsing

  13. Chandra x-ray image of Crab Pulsar superimposed on Hubble optical image. Shows central pulsar, disk & jets of outflowing material

  14. X-ray Bursters • Some neutron stars, that are members of binary systems, emit violent bursts of x-rays in events that are thousands of times more luminous than our sun, but lasting only a few seconds.

  15. X-ray Bursters • These x-ray bursters occur when matter torn from the surface of the neutron star’s companion builds up on the neutron star’s surface. • Surface temperature rises until it’s hot enough to fuse hydrogen and a large burst of energy is released.

  16. Gamma Ray Bursts • Bright, irregular flashes of gamma rays, lasting a few seconds. • One of deepest mysteries in astronomy today.

  17. Gamma Ray Bursts • They never repeat in the same location and they originate at cosmological distances (i.e., far beyond the Milky Way). • Each burst generates more energy than a supernova explosion, but lasts only seconds. • They come from a source only a few hundred km across.

  18. Gamma Ray Bursts • There are 2 leading models for these bursts: • Merger of 2 ultradense stars in a binary system . • Failed supernova called a hypernova. • Instead of collapsing to a neutron star, the core of a massive star collapses to a black hole

  19. Models showing the 2 theories for gamma ray bursts Both predict fireballs that release energy in the form of jets

  20. Gamma Ray Bursts • The Fermi Gamma-ray Space Telescope was launched in August 2008 to study gamma ray bursts. • With the data we get from the telescope, we may be able to determine which of the models is correct.

  21. Fermi Space Telescope: 3 month composite map of gamma-ray sources

  22. Black Holes • The evolution of a star depends critically on its mass. • Low mass stars (<1.4 solar masses) leave behind a white dwarf when they die • High mass stars (1.4 – 3 solar masses) leave behind a neutron star. • For stars beyond 3 solar masses, not even tightly packed neutrons can withstand a star’s gravitational pull.

  23. Black Holes • If enough material is left behind after the supernova, gravity finally wins and the central core collapses forever. • As the core shrinks, the gravitational pull becomes so great that not even light can escape. • We now have a black hole!

  24. Einstein’s Theories of Relativity • Einstein’s theories of relativity are needed to describe black holes. • Special relativity states that: • The speed of light, c, is the maximum possible speed in the universe, and all observers measure the same value for c, regardless of their motion.

  25. a: bullet fired from moving car would appear to outside observer to have a speed equal to the sum of the speeds of the car and the bullet b: beam of light shining forward from spacecraft would still be observed to have a speed of c, regardless of the speed of the aircraft

  26. Einstein’s Theories of Relativity 2. There is no absolute frame of reference in the universe (i.e., there is no “preferred” observer relative to whom all other velocities can be measured. Instead, only relative velocities between observers matter (hence the term “relativity”)

  27. Einstein’s Theories of Relativity 3. Neither space nor time can be considered independently of one another. Rather, they are each components of a single entity: spacetime. There is no absolute, universal time – observers’ clocks tick at different rates, depending on the observers’ motions relative to one another.

  28. Einstein’s Theories of Relativity • General theory of relativity: • Einstein’s description of the universe is equivalent to Newton’s for situations encountered in everyday life, but they diverge radically in circumstances where speeds approach the speed of light & in regions of intense gravitational fields (more on this later).

  29. Einstein’s Theories of Relativity • Two important points from these theories are that: • Nothingcan travel faster than the speed of light. • All things, including light, are attracted by gravity.

  30. Escape Speed • Escape speed is the speed needed for an object to escape the pull of another object.

  31. Escape Speed • For an object that retains the samemass, but that is squeezed to a smallerradius, the escape speed increases. • Earth’s radius is 6400 km, and its escape speed is 11 km/s. • If Earth’s radius shrank to ¼ its present size, the escape speed would be 22 km/s. • With a radius of 1 km, Earth’s escape speed would be 630 km/s.

  32. Escape Speed • And with a radius of 1 cm, the escape speed would be 300,000 km/s (the speed of light). • In other words, if Earth were squeezed to the size of a grape, the escape speed would exceed the speed of light and nothing could escape. • Earth would be invisible and uncommunicative (no signal could be sent to the universe beyond). Only Earth’s gravitational field would be left to signal the presence of its shrunken mass.

  33. The Event Horizon • The event horizon is the critical radius at which the escape speed from an object would equal the speed of light, and within which the object could no longer be seen.

  34. The Event Horizon • This critical radius is called the Schwarzschild radius. • It is proportional to an object’s mass: for Earth = 1 cm for Jupiter = 3 m • Rule of thumb: Schwarzschild radius is 3 km x an object’s mass, measured in solar masses

  35. The Event Horizon • Every object has a Schwarzschild radius, which is the radius to which the object would have to be compressed for it to become a black hole.

  36. The Event Horizon • The surface of an imaginary sphere with a radius equal to the Schwarzschild radius, and centered on a collapsing star is the event horizon. • It defines the region within which no event can ever be seen, heard or known by anyone outside.

  37. The Event Horizon • Even though there is no matter associated with it, we can think of the event horizon as the “surface” of a black hole. • It is not a physical boundary, just a communications boundary.

  38. The Event Horizon • If at least 3 solar masses of material remain after supernova, the remnant core will collapse catastrophically, diving below the event horizon in less than a second. • The core simply “winks out”, disappearing & becoming a small, dark region from which nothing can escape – a literal black hole in space

  39. The Event Horizon • This fate awaits any star whose main sequence mass exceeds 20 – 30 times the mass of our sun.

  40. Black Hole Properties • Only relativity can properly account for the bizarre physical properties of black holes. • General relativity states: • All matter tends to warp or curve space in its vicinity. • The greater the mass, the greater the warping.

  41. Black Hole Properties • All objects, such as planets & stars, react to this warping by changing their paths (this replaces Newton’s gravity). • Close to a black hole, the gravitational field becomes overwhelming & the curvature of space extreme. • At the event horizon itself, curvature is so great that space “folds over” on itself, causing objects within to become trapped and disappear.

  42. Space warping: any mass causes space to be curved. As people assemble at the x on the sheet, the curvature grows progressively larger (frames a, b & c). The people are eventually sealed inside the bubble (d), forever trapped & cut off from the outside world.

  43. Black Hole Properties • Analogy of a black hole to a pool table: • Top of pool table made of thin rubber sheet. • Heavy rock placed on it causes distortion & sheet sags. • The heavier the rock, the larger the distortion

  44. Black Hole Properties • Trying to play pool, the balls passing near the rock would be deflected by the curvature. • In a similar way, matter & radiation are deflected by the curvature of space near a star. • The more massive an object, the more space around it is curved.

  45. Pool table analogy

  46. Space Travel Near Black Holes • Black holes are not cosmic vacuum cleaners. • They don’t cruise around space sucking up everything in their path. • They don’t go out of their way to drag in matter. • However, if matter gets too close to the event horizon, it will be unable to get out.

  47. Space Travel Near Black Holes • If you fell into a black hole: • Falling in feet first, you would experience tidal forces that would stretch you enormously in height and squeeze you unmercifully laterally – a process that some astronomers call “spaghettification”.

  48. Space Travel Near Black Holes • You would be torn apart before ever reaching the event horizon because the pull of gravity would be much stronger at your feet than at your head. • Your torn up pieces would be accelerated to high speeds and would collide with each other.

  49. Space Travel Near Black Holes • Frictional heating from these collisions would cause your torn up pieces to emit their own radiation in the form of x-rays (a.k.a. Hawking radiation). • Your pieces would continue to emit x-rays until reaching the event horizon.

  50. Space Travel Near Black Holes • Humans can’t enter orbit near a black hole because the stress is too great. • The human body can’t withstand stress greater than about 10 times the pull of Earth’s gravity, which corresponds to about 3000 km from a 10 solar mass black hole (with a 30 km event horizon). • We would therefore need to send a robot to the black hole.

More Related