Friday, November 29, The challenge of interstellar travel

Size: px
Start display at page:

Download "Friday, November 29, The challenge of interstellar travel"

Transcription

1 The challenge of interstellar travel

2 The challenge of interstellar travel Interstellar travel - travel between star systems - presents one overarching challenge: The distances between stars are enormous compared with the distances which our current spacecraft have travelled Voyager I is the most distant spacecraft, and is just over 100 AU from the Earth The closest star system (Alpha Centauri) is 270,000 AU away! Also, the speed of light imposes a strict upper limit to how fast a spacecraft can travel (300,000 km/s) in reality, only light can travel this fast

3 How long does it take to travel to Alpha Centauri?

4

5 Rocket Equation Escape velocity from Earth is about 11 km/s (25,000 miles/hr) To reach this, M_init/M_fin = 39 rocket equation Chemical rockets v (final) v (gas expelled out the back) = ln M (initial) M (final)

6 Rocket Equation Best rockets have M_init/M_fin = 15 Thus, use multi stages Example, Saturn V --> used to send astronauts to the Moon (old technology) M_init/M_fin = 62 TOTAL but as a three stage rocket, each required M_init/M_fin = 3.4 (its a non-linear equation!) Thus, we can launch from Earth! Chemical rockets

7 If we want to send out a colony, how much mass do we need to launch? Would need a colony to reach and live on an extrasolar planet. Titanic example, need 18,000 kg per person Total mass for our Starship Enterprise is then ~100 million kg if we can reach 10% speed of light (thus 40 years to Alpha Centauri) then energy required is another formula, E = 1/2 mv x W/s, which is ~ 100x world s current annual energy use. double it to slow down the ship on arrival at 10 /kilowatt-hour, cost is $2.5 million trillion.

8 Propulsion Chemical rockets

9 Propulsion E = m c 2 fission (0.07% mass to Energy) fusion (0.7%, e.g., H to He) e.g., Project Orion (p.444) Nuclear drive

10 Propulsion Radiation Pressure from the Sun Force drops as (1/distance) 2 sail needs to be kilometers in size. or use a laser to propel it (but laser E and mirror size too large) Solar sail

11 Propulsion Ion drive

12 GOCE ion thruster Gravity field and steadystate Ocean Circulation Explorer (GOCE) NASA & ESA collaboration NASA press release (April 2009) The GOCE engines can provide 20 millinewtons of thrust - for a one-ton satellite, that's an acceleration of less than the width of a human hair per second squared, which is less than impressive. Unless you keep it on for a month, say, and end up moving at four kilometers a second - and with a little work, you can refuel anywhere there's an atmosphere.

13 Are faster speeds possible? None of these propulsion systems are capable of speeds faster than a few percent of the speed of light More speculative ideas may allow for speeds closer to the speed of light

14 Outside the Box Interstellar Ramjets Matter- Antimatter

15 Relativity and Wormholes?

16 Chapter 13, p Try Q 2-11, 32-35, Review Questions Science or Nonscience? Q21, Q23, Q29 Q23: Human colonization of the moons of Saturn occurs using spaceships powered by dropping nuclear bombs out the back of the ships. Q29: Aliens arrive on Earth but virtually ignore humans, finding the diversity of bacteria on Earth to be much more scientifically interesting.

17

18 The stars look so close - isn t there someway to travel there? 18

19 Blackholes and Wormholes

20 The paradoxes of relativity The observations you make of the world around you depend upon the relative velocity between you and the thing being observed. because the speed of light is constant at c = 3 x 10 5 km/s

21 The paradoxes of relativity Time dilation: moving clocks run slower, T obs = γ x T rest Length contraction: moving rulers become shorter, L obs = L rest / γ

22 The Lorentz factor γ = 1 1 v2 c 2

23 The paradoxes of relativity

24 Einstein thought: - gravity causes falling objects to accelerate - but from special relativity, rulers & clocks moving with the object are also affected Thus, gravity affects the shape of space (rulers) and the flow of time (clocks) near massive objects. Thus, the mass of an object alters properties of space and time around it. These principles are the basis of the theory of General Relativity Can replace flat space-time with well diagrams & this eliminates the need for a force of gravity

25 Testing General Relativity: 1. Einstein himself calculated the effects on the orbits of the planets if the Sun is warping space-time. --> only Mercury is close enough to be within the potential well of the Sun. --> slightly elliptical orbit means it plunges in & climbs out of the well --> causes a slight precession (0.43 /yr)

26 Galactic Centre ~ 1 arcsecond sq ~1000 AU sq SO-16 elliptical orbit brought it within 45 AU of Sag A* The Galactic Centre has ~10 10 solar masses within 45 AU!! (1.5x distance between the Sun and Neptune). At closest approach it was travelling at v = 0.04c!!

27 Testing General Relativity: 2. Deflection of star light from a straight path by the Sun --> images during a total solar eclipse --> compared to images before or after --> closest stars to Sun show offset positions relative to background stars

28 Abell 2218: Orange, E z=0.7 Blue, SF z=1-2.5

29 Back to the future Einstein s theory of special relativity says that time slows down when you travel very fast This time dilation makes it possible to greatly reduce interstellar travel times For a spaceship travelling at speed v, its time will slow down by the Lorentz factor.

30 Back to the future Einstein s theory of special relativity says that time slows down when you travel very fast This time dilation makes it possible to greatly reduce interstellar travel times For a spaceship travelling at speed v, its time will slow down by the Lorentz factor.

31 Journey into a Black Hole: You & a partner orbit a 10 solar mass black hole Synchronize your watches One of you jumps out with a laser - agreeing to signal every 10 seconds So what happens next? Image of an accretion disk around a blackhole. The magnetic field can funnel energy & mass.

32 What about a trip through a wormhole? New Scientist TV 13 March 2012

33 It would be the trip of a lifetime: thanks to an animation by astrophysicist Andrew Hamilton from University of Colorado at Boulder. First, you free fall through the outer horizon of a black hole. Once you reach its inner horizon, you see an infinitely-energetic flash of light from the outside world containing an image of the entire history of the universe. In a real black hole you would be vaporised by the burst, but the visualisation assumes you have superpowers to survive it. As you emerge from the black hole, you enter a wormhole where the flow of space turns around and you start to accelerate back outward. The wormhole ends at the entrance to a white hole, which is a time-reversed version of a black hole. Instead of falling inward, space falls outwards at a speed faster than light. Soon you experience another flash of radiation, this time containing a picture of the entire future of the universe. Moving through the white hole, you see a third flash of light as you reach its outer horizon. This time, a new universe appears, containing an image of its entire past. As the camera turns around, you can see the white hole from which you emerged and an image of the old universe. This is as close as you'll get to a wormhole journey at the moment, unless new theories of gravity can make such trips possible in the future.

34 Wormholes, Warp Drive, Colonies

35 Astrobiology in the 21st Century

Elements of Physics II

Elements of Physics II Physics 132: Lecture 23 Elements of Physics II Agenda for Today Special Theory of relativity Inertial vs. non-inertial reference frames Postulates of SR Consequences of SR Time dilation Length contraction

More information

Mr Green sees the shorter, straight, green path and Mr. Red sees the longer, curved, red path.

Mr Green sees the shorter, straight, green path and Mr. Red sees the longer, curved, red path. Mr Green sees the shorter, straight, green path and Mr. Red sees the longer, curved, red path. In an accelerated frame, time runs slow compared to a non-accelerated frame. The Equivalence Principle tells

More information

Lecture Outlines. Chapter 22. Astronomy Today 8th Edition Chaisson/McMillan Pearson Education, Inc.

Lecture Outlines. Chapter 22. Astronomy Today 8th Edition Chaisson/McMillan Pearson Education, Inc. Lecture Outlines Chapter 22 Astronomy Today 8th Edition Chaisson/McMillan Chapter 22 Neutron Stars and Black Holes Units of Chapter 22 22.1 Neutron Stars 22.2 Pulsars 22.3 Neutron-Star Binaries 22.4 Gamma-Ray

More information

Chapter S3 Spacetime and Gravity. Agenda. Distinguishing Crackpots

Chapter S3 Spacetime and Gravity. Agenda. Distinguishing Crackpots Chapter S3 Spacetime and Gravity Agenda Announce: Online Quizzes Observations Extra Credit Lecture Distinguishing Crackpot/Genuine Science Review of Special Relativity General Relativity Distinguishing

More information

Chapter 26. Relativity

Chapter 26. Relativity Chapter 26 Relativity Time Dilation The vehicle is moving to the right with speed v A mirror is fixed to the ceiling of the vehicle An observer, O, at rest in this system holds a laser a distance d below

More information

Beyond the Book. Beyond the Book. FOCUS Book

Beyond the Book. Beyond the Book. FOCUS Book FOCUS Book Scientists and engineers use models to plan investigations and to describe results. Create a scale model that represents part or all of Voyager 1 or Voyager 2 s journey so far. Your model can

More information

Physics. Special Relativity

Physics. Special Relativity Physics Special Relativity 1 Albert Einstein, the high school dropout and patent office clerk published his ideas on Special Relativity in 1905. 2 Special vs. General Relativity Special Relativity deals

More information

Astronomy 1 Fall 2016

Astronomy 1 Fall 2016 Astronomy 1 Fall 2016 Lecture 14; November 10, 2016 Previously on Astro 1 Late evolution and death of intermediate-mass stars (about 0.4 M to about 4 M ): red giant when shell hydrogen fusion begins, a

More information

Today in Astronomy 102: prologue in outer space, continued

Today in Astronomy 102: prologue in outer space, continued Today in Astronomy 102: prologue in outer space, continued Visit 10 9 M, 10 13 M and 45 M black holes Image: mid infrared picture of Centaurus A, probably the nearest galaxy with a billionsolar-mass central

More information

Astronomy 102, Fall September 2009

Astronomy 102, Fall September 2009 Today in Astronomy 102: prologue in outer space, continued Visit 10 9 M, 10 13 M and 45 M black holes Image: mid infrared picture of Centaurus A, probably the nearest galaxy with a billionsolar-mass central

More information

Black Holes. Over the top? Black Holes. Gravity s Final Victory. Einstein s Gravity. Near Black holes escape speed is greater than the speed of light

Black Holes. Over the top? Black Holes. Gravity s Final Victory. Einstein s Gravity. Near Black holes escape speed is greater than the speed of light Black Holes Over the top? What if the remnant core is very massive? M core > 2-3 M sun (original star had M > 18 M sun ) Neutron degeneracy pressure fails. Nothing can stop gravitational collapse. Collapses

More information

Review Special Relativity. February 3, Absolutes of Relativity. Key Ideas of Special Relativity. Path of Ball in a Moving Train

Review Special Relativity. February 3, Absolutes of Relativity. Key Ideas of Special Relativity. Path of Ball in a Moving Train February 3, 2009 Review Special Relativity General Relativity Key Ideas of Special Relativity No material object can travel faster than light If you observe something moving near light speed: Its time

More information

SOLUTIONS TO PROBLEM SET # 2

SOLUTIONS TO PROBLEM SET # 2 ASTRONOMY 294Z: The History of the Universe Professor Barbara Ryden SOLUTIONS TO PROBLEM SET # 2 1) [20 points] With a telescope here on Earth, would we ever see Venus in a crescent phase? If so, sketch

More information

THE SIZE AND SCALE OF THE UNIVERSE

THE SIZE AND SCALE OF THE UNIVERSE 1 THE SIZE AND SCALE OF THE UNIVERSE 1. Scientific notation review Write the following in proper scientific notation, giving the proper number of significant figures. 1.a Thirty-one million, seven hundred

More information

Today HW#4 pushed back to 8:00 am Thursday Exam #1 is on Thursday Feb. 11

Today HW#4 pushed back to 8:00 am Thursday Exam #1 is on Thursday Feb. 11 Today HW#4 pushed back to 8:00 am Thursday Exam #1 is on Thursday Feb. 11 Bring a calculator and a #2 pencil Allowed 1 page notes (front and back) E=mc 2, General Relativity, and exam review ISP209s10

More information

GENERAL RELATIVITY. The presence of matter affects 4-space.

GENERAL RELATIVITY. The presence of matter affects 4-space. GENERAL RELATIVITY Whereas Special Relativity is the study of constant velocity motion, General Relativity is associated with situations in which accelerations exist. As gravitation produces acceleration,

More information

Astronomy 122 Outline

Astronomy 122 Outline Astronomy 122 Outline This Class (Lecture 19): Black Holes Next Class: The Milkyway Last Nightlab tonight! HW7 due on Friday. Mar Lecture report due in discussion class on April 5 th th. Nightlab report

More information

Lecture Outline Chapter 29. Physics, 4 th Edition James S. Walker. Copyright 2010 Pearson Education, Inc.

Lecture Outline Chapter 29. Physics, 4 th Edition James S. Walker. Copyright 2010 Pearson Education, Inc. Lecture Outline Chapter 29 Physics, 4 th Edition James S. Walker Chapter 29 Relativity Units of Chapter 29 The Postulates of Special Relativity The Relativity of Time and Time Dilation The Relativity of

More information

Relativity and Black Holes

Relativity and Black Holes Relativity and Black Holes Post-MS Evolution of Very High Mass (>15 M Θ ) Stars similar to high mass except more rapid lives end in Type II supernova explosions main difference: mass of iron core at end

More information

(ii) Determine, according to an observer in one of the spaceships, the speed of the other spaceship.

(ii) Determine, according to an observer in one of the spaceships, the speed of the other spaceship. TA [87 marks] This question is about relativistic kinematics. 1a. An observer at rest relative to Earth observes two spaceships. Each spaceship is moving with a speed of 0.85c but[5 marks] in opposite

More information

Last Words on CETI and some Space Travel Basics. HNRS 228 Spring 2008 Dr. H. Geller

Last Words on CETI and some Space Travel Basics. HNRS 228 Spring 2008 Dr. H. Geller Last Words on CETI and some Space Travel Basics HNRS 228 Spring 2008 Dr. H. Geller What I Will Cover Final words about CETI Space Travel Space Environment Spaceflight Projects Spaceflight Operations A

More information

Special Relativity. Principles of Special Relativity: 1. The laws of physics are the same for all inertial observers.

Special Relativity. Principles of Special Relativity: 1. The laws of physics are the same for all inertial observers. Black Holes Special Relativity Principles of Special Relativity: 1. The laws of physics are the same for all inertial observers. 2. The speed of light is the same for all inertial observers regardless

More information

CURVED SPACE. 6 mon line of latitude. But you can get there in 3,605 miles if you fly

CURVED SPACE. 6 mon line of latitude. But you can get there in 3,605 miles if you fly CURVED SPACE - J7 - ing your compass for 3,707 miles almost straight east, along their com 6 mon line of latitude. But you can get there in 3,605 miles if you fly CURVED SPACE along a great circle, heading

More information

Observational Astronomy - Lecture 6 Solar System I - The Planets

Observational Astronomy - Lecture 6 Solar System I - The Planets Observational Astronomy - Lecture 6 Solar System I - The Planets Craig Lage New York University - Department of Physics craig.lage@nyu.edu March 23, 2014 1 / 39 The Sun and the Earth The Sun is 23,000

More information

Survey of Astrophysics A110

Survey of Astrophysics A110 Black Holes Goals: Understand Special Relativity General Relativity How do we observe black holes. Black Holes A consequence of gravity Massive neutron (>3M ) cannot be supported by degenerate neutron

More information

4.8 Space Research and Exploration. Getting Into Space

4.8 Space Research and Exploration. Getting Into Space 4.8 Space Research and Exploration Getting Into Space Astronauts are pioneers venturing into uncharted territory. The vehicles used to get them into space are complex and use powerful rockets. Space vehicles

More information

ASTR Midterm 2 Phil Armitage, Bruce Ferguson

ASTR Midterm 2 Phil Armitage, Bruce Ferguson ASTR 1120-001 Midterm 2 Phil Armitage, Bruce Ferguson SECOND MID-TERM EXAM MARCH 21 st 2006: Closed books and notes, 1 hour. Please PRINT your name and student ID on the places provided on the scan sheet.

More information

Wallace Hall Academy

Wallace Hall Academy Wallace Hall Academy CfE Higher Physics Unit 1 - Universe Notes Name 1 Newton and Gravity Newton s Thought Experiment Satellite s orbit as an Application of Projectiles Isaac Newton, as well as giving

More information

7/5. Consequences of the principle of equivalence (#3) 1. Gravity is a manifestation of the curvature of space.

7/5. Consequences of the principle of equivalence (#3) 1. Gravity is a manifestation of the curvature of space. 7/5 Consequences of the principle of equivalence (#3) 1. Gravity is a manifestation of the curvature of space. Follow the path of a light pulse in an elevator accelerating in gravityfree space. The dashed

More information

The result is; distances are contracted in the direction of motion.

The result is; distances are contracted in the direction of motion. The result is; distances are contracted in the direction of motion. t = t/(1 v 2 /c 2 ) 0.5 d = d(1- v 2 /c 2 ) 0.5 These are the Lorentz equations. The Twin-Paradox. A woman astronaut is going to fly

More information

What is Earth Science?

What is Earth Science? What is Earth Science? A.EARTH SCIENCE: the study of Earth and its history B. Earth science is divided into 4 main branches: 1. Geology: study of the lithosphere 2. Oceanography: study of oceans 3. Meteorology:

More information

Time Dilation Re-visualized

Time Dilation Re-visualized Time Dilation Re-visualized Edward G. Lake May 31, 2015 www.ed-lake.com Abstract: Albert Einstein s explanation of Time Dilation [1], along with The Twin Paradox explained by Paul Langevin [2], are re-visualized

More information

Name: Earth 110 Exploration of the Solar System Assignment 1: Celestial Motions and Forces Due on Tuesday, Jan. 19, 2016

Name: Earth 110 Exploration of the Solar System Assignment 1: Celestial Motions and Forces Due on Tuesday, Jan. 19, 2016 Name: Earth 110 Exploration of the Solar System Assignment 1: Celestial Motions and Forces Due on Tuesday, Jan. 19, 2016 Why are celestial motions and forces important? They explain the world around us.

More information

Test #3 Next Tuesday, Nov. 8 Bring your UNM ID! Bring two number 2 pencils. Announcements. Review for test on Monday, Nov 7 at 3:25pm

Test #3 Next Tuesday, Nov. 8 Bring your UNM ID! Bring two number 2 pencils. Announcements. Review for test on Monday, Nov 7 at 3:25pm Test #3 Next Tuesday, Nov. 8 Bring your UNM ID! Bring two number 2 pencils Announcements Review for test on Monday, Nov 7 at 3:25pm Neutron Star - Black Hole merger Review for Test #3 Nov 8 Topics: Stars

More information

Basic Physics. Remaining Topics. Gravitational Potential Energy. PHYS 1403 Introduction to Astronomy. Can We Create Artificial Gravity?

Basic Physics. Remaining Topics. Gravitational Potential Energy. PHYS 1403 Introduction to Astronomy. Can We Create Artificial Gravity? PHYS 1403 Introduction to Astronomy Basic Physics Chapter 5 Remaining Topics Gravitational Potential Energy Escape Velocity Artificial Gravity Gravity Assist An Alternate Theory of Gravity Gravitational

More information

A100 Exploring the Universe: Black holes. Martin D. Weinberg UMass Astronomy

A100 Exploring the Universe: Black holes. Martin D. Weinberg UMass Astronomy A100 Exploring the Universe: Black holes Martin D. Weinberg UMass Astronomy weinberg@astro.umass.edu October 30, 2014 Read: S2, S3, Chap 18 10/30/14 slide 1 Sizes of s The solar neighborhood visualized!

More information

Gravity: What s the big attraction? Dan Wilkins Institute of Astronomy

Gravity: What s the big attraction? Dan Wilkins Institute of Astronomy Gravity: What s the big attraction? Dan Wilkins Institute of Astronomy Overview What is gravity? Newton and Einstein What does gravity do? Extreme gravity The true power of gravity Getting things moving

More information

Cosmology, Galaxies, and Stars OUR VISIBLE UNIVERSE

Cosmology, Galaxies, and Stars OUR VISIBLE UNIVERSE Cosmology, Galaxies, and Stars OUR VISIBLE UNIVERSE Cosmology Cosmology is the study of the universe; its nature, origin and evolution. General Relativity is the mathematical basis of cosmology from which

More information

Chapter 14. Outline. Neutron Stars and Black Holes. Note that the following lectures include. animations and PowerPoint effects such as

Chapter 14. Outline. Neutron Stars and Black Holes. Note that the following lectures include. animations and PowerPoint effects such as Note that the following lectures include animations and PowerPoint effects such as fly ins and transitions that require you to be in PowerPoint's Slide Show mode (presentation mode). Chapter 14 Neutron

More information

1 A Solar System Is Born

1 A Solar System Is Born CHAPTER 16 1 A Solar System Is Born SECTION Our Solar System California Science Standards 8.2.g, 8.4.b, 8.4.c, 8.4.d BEFORE YOU READ After you read this section, you should be able to answer these questions:

More information

Lorentz Transformations and the Twin Paradox By James Carter

Lorentz Transformations and the Twin Paradox By James Carter Lorentz Transformations and the Twin Paradox By James Carter The Lorentz transformation m = M/ 1-v 2 /c 2 is a principle of measurement that can be classed as one of the laws of physics. (A moving body

More information

Manifestations of General Relativity. Relativity and Astrophysics Lecture 32 Terry Herter

Manifestations of General Relativity. Relativity and Astrophysics Lecture 32 Terry Herter Manifestations of General elativity elativity and Astrophysics Lecture 32 Terry Herter Outline Consequences of General elativity Tests of G Escape Velocity => Black holes Black holes Size, Event Horizon,

More information

Basic Physics. What We Covered Last Class. Remaining Topics. Center of Gravity and Mass. Sun Earth System. PHYS 1411 Introduction to Astronomy

Basic Physics. What We Covered Last Class. Remaining Topics. Center of Gravity and Mass. Sun Earth System. PHYS 1411 Introduction to Astronomy PHYS 1411 Introduction to Astronomy Basic Physics Chapter 5 What We Covered Last Class Recap of Newton s Laws Mass and Weight Work, Energy and Conservation of Energy Rotation, Angular velocity and acceleration

More information

A100H Exploring the Universe: Black holes. Martin D. Weinberg UMass Astronomy

A100H Exploring the Universe: Black holes. Martin D. Weinberg UMass Astronomy A100H Exploring the Universe: Black holes Martin D. Weinberg UMass Astronomy astron100h-mdw@courses.umass.edu March 22, 2016 Read: S2, S3, Chap 18 03/22/16 slide 1 Exam #2: March 29 One week from today!

More information

CA Physical Science Benchmark Test 4. 1 A rocket accelerates from the launch pad. The forces on the rocket are

CA Physical Science Benchmark Test 4. 1 A rocket accelerates from the launch pad. The forces on the rocket are Physical Science enchmark Test 4 Name: ate: 1 rocket accelerates from the launch pad. The forces on the rocket are action forces. balanced. reaction forces. unbalanced. 2 What force(s) act(s) on a rocket

More information

Today in Astronomy 102

Today in Astronomy 102 Today in Astronomy 102 q Prologue in outer space: hypothetical journey to two representative black holes. The Coalsack, a dark nebula in the Southern Cross, is quite black but unrelated to black holes.

More information

General Relativity and Black Holes

General Relativity and Black Holes General Relativity and Black Holes Lecture 19 1 Lecture Topics General Relativity The Principal of Equivalence Consequences of General Relativity slowing of clocks curvature of space-time Tests of GR Escape

More information

Active Galaxies and Galactic Structure Lecture 22 April 18th

Active Galaxies and Galactic Structure Lecture 22 April 18th Active Galaxies and Galactic Structure Lecture 22 April 18th FINAL Wednesday 5/9/2018 6-8 pm 100 questions, with ~20-30% based on material covered since test 3. Do not miss the final! Extra Credit: Thursday

More information

The interpretation is that gravity bends spacetime and that light follows the curvature of space.

The interpretation is that gravity bends spacetime and that light follows the curvature of space. 7/8 General Theory of Relativity GR Two Postulates of the General Theory of Relativity: 1. The laws of physics are the same in all frames of reference. 2. The principle of equivalence. Three statements

More information

Einstein s Relativity and Black Holes

Einstein s Relativity and Black Holes Einstein s Relativity and Black Holes Guiding Questions 1. What are the two central ideas behind Einstein s special theory of relativity? 2. How do astronomers search for black holes? 3. In what sense

More information

Chapter S3 Spacetime and Gravity Pearson Education, Inc.

Chapter S3 Spacetime and Gravity Pearson Education, Inc. Chapter S3 Spacetime and Gravity What are the major ideas of general relativity? Spacetime Special relativity showed that space and time are not absolute. Instead, they are inextricably linked in a four-dimensional

More information

22. Black Holes. Relativistic Length Contraction. Relativistic Time Dilation

22. Black Holes. Relativistic Length Contraction. Relativistic Time Dilation 22. Black Holes Einstein s Special Theory of Relativity Einstein s General Theory of Relativity Black holes exist in some binary star systems Supermassive black holes at of galaxy centers Two properties

More information

Chapter 26 Special Theory of Relativity

Chapter 26 Special Theory of Relativity Chapter 26 Special Theory of Relativity Classical Physics: At the end of the 19 th century, classical physics was well established. It seems that the natural world was very well explained. Newtonian mechanics

More information

Notes - Special Relativity

Notes - Special Relativity Notes - Special Relativity 1.) The problem that needs to be solved. - Special relativity is an interesting branch of physics. It often deals with looking at how the laws of physics pan out with regards

More information

PHYS 101 Previous Exam Problems. Gravitation

PHYS 101 Previous Exam Problems. Gravitation PHYS 101 Previous Exam Problems CHAPTER 13 Gravitation Newton s law of gravitation Shell theorem Variation of g Potential energy & work Escape speed Conservation of energy Kepler s laws - planets Orbits

More information

The Solar System CHAPTER 6. Vocabulary. star an object in space that makes its own light and heat. moon an object that circles around a planet

The Solar System CHAPTER 6. Vocabulary. star an object in space that makes its own light and heat. moon an object that circles around a planet CHAPTER 6 The Solar System Vocabulary star an object in space that makes its own light and heat moon an object that circles around a planet Sun astronomical unit the distance between Earth and the Sun

More information

AST1002 Spring 2018 Final Exam Review Questions

AST1002 Spring 2018 Final Exam Review Questions AST1002 Spring 2018 Final Exam Review Questions Douglas H. Laurence Department of Physical Sciences, Broward College, Davie, FL 33314 Abstract This is a set of review questions for the upcoming midterm

More information

Relativity. Physics April 2002 Lecture 8. Einstein at 112 Mercer St. 11 Apr 02 Physics 102 Lecture 8 1

Relativity. Physics April 2002 Lecture 8. Einstein at 112 Mercer St. 11 Apr 02 Physics 102 Lecture 8 1 Relativity Physics 102 11 April 2002 Lecture 8 Einstein at 112 Mercer St. 11 Apr 02 Physics 102 Lecture 8 1 Physics around 1900 Newtonian Mechanics Kinetic theory and thermodynamics Maxwell s equations

More information

Understanding Motion, Energy & Gravity

Understanding Motion, Energy & Gravity Speed, Velocity & Acceleration Understanding Motion, Energy & Gravity Chapter 4 speed: distance traveled per unit time (e.g., m/s, mph, km/ hr) velocity: speed & direction acceleration: change in velocity

More information

Understanding Motion, Energy & Gravity

Understanding Motion, Energy & Gravity Speed, Velocity & Acceleration Understanding Motion, Energy & Gravity Chapter 4 speed: distance traveled per unit time (e.g., m/s, mph, km/ hr) velocity: speed & direction acceleration: change in velocity

More information

Star. Planet. Chapter 1 Our Place in the Universe. 1.1 A Modern View of the Universe Our goals for learning: What is our place in the universe?

Star. Planet. Chapter 1 Our Place in the Universe. 1.1 A Modern View of the Universe Our goals for learning: What is our place in the universe? Chapter 1 Our Place in the Universe 1.1 A Modern View of the Universe Our goals for learning: What is our place in the universe? How did we come to be? How can we know what the universe was like in the

More information

(c) University of Rochester

(c) University of Rochester Today in : prologue in outer space, continued q Visit 109 M, 1013 M and 45 M black holes Image: mid infrared picture of Centaurus A, probably the nearest galaxy with a billionsolar-mass central black hole

More information

Chapter 13 2/19/2014. Lecture Outline Neutron Stars. Neutron Stars and Black Holes Neutron Stars. Units of Chapter

Chapter 13 2/19/2014. Lecture Outline Neutron Stars. Neutron Stars and Black Holes Neutron Stars. Units of Chapter 13.1 Neutron Stars Lecture Outline Chapter 13 Neutron Stars and After a Type I supernova, little or nothing remains of the original star. After a Type II supernova, part of the core may survive. It is

More information

Black Holes and Curved Space-time. Paths of Light and Matter. The Principle of Equivalence. Implications of Gravity Bending Light

Black Holes and Curved Space-time. Paths of Light and Matter. The Principle of Equivalence. Implications of Gravity Bending Light Black Holes and Curved Space-time When a massive star collapses at the end of its life, it can become a black hole A black is an object that is so massive that light cannot escape from it The theory that

More information

Black Holes -Chapter 21

Black Holes -Chapter 21 Black Holes -Chapter 21 The most massive stellar cores If the core is massive enough (~3 M ; total initial mass of star > 25 M or so), even neutron degeneracy pressure can be overwhelmed by gravity. A

More information

The Outer Planets. Video Script: The Outer Planets. Visual Learning Company

The Outer Planets. Video Script: The Outer Planets. Visual Learning Company 11 Video Script: 1. For thousands of years people have looked up at the night sky pondering the limits of our solar system. 2. Perhaps you too, have looked up at the evening stars and planets, and wondered

More information

The Solar System LEARNING TARGETS. Scientific Language. Name Test Date Hour

The Solar System LEARNING TARGETS. Scientific Language. Name Test Date Hour Name Test Date Hour Astronomy#3 - Notebook The Solar System LEARNING TARGETS I can describe the objects that make up our solar system. I can identify the inner and outer planets. I can explain the difference

More information

THE SIZE AND STRUCTURE OF THE UNIVERSE

THE SIZE AND STRUCTURE OF THE UNIVERSE THE SIZE AND STRUCTURE OF THE UNIVERSE when considering the facts in this presentation, keep in mind: Earth s diameter (distance across center at widest point) approximately = 8,000 miles (12,800 kilometers)

More information

Lecture Outlines. Chapter 6. Astronomy Today 7th Edition Chaisson/McMillan Pearson Education, Inc.

Lecture Outlines. Chapter 6. Astronomy Today 7th Edition Chaisson/McMillan Pearson Education, Inc. Lecture Outlines Chapter 6 Astronomy Today 7th Edition Chaisson/McMillan Chapter 6 The Solar System Units of Chapter 6 6.1 An Inventory of the Solar System 6.2 Measuring the Planets 6.3 The Overall Layout

More information

Today in Astronomy 102

Today in Astronomy 102 Today in Astronomy 102 Prologue in outer space: hypothetical journey to two representative black holes. The Coalsack, a dark nebula in the Southern Cross, is quite black but unrelated to black holes. Photograph

More information

Gravity and Spacetime: Why do things fall?

Gravity and Spacetime: Why do things fall? Gravity and Spacetime: Why do things fall? A painless introduction to Einstein s theory of space, time and gravity David Blair University of WA Abstract I present a simple description of Einstein s theory

More information

Understanding the Universe S TA R T ING WITH EARTH A ND B E YO ND

Understanding the Universe S TA R T ING WITH EARTH A ND B E YO ND Unit Overview: Understanding the Universe S TA R T ING WITH EARTH A ND B E YO ND Our solar system examining size and scale in space 6.11B UNDERSTAND THAT GRAVITY IS THE FORCE THAT GOVERNS MOTION IN OUR

More information

In the previous lecture, we discussed the basics of circular orbits. Mastering even circular orbits

In the previous lecture, we discussed the basics of circular orbits. Mastering even circular orbits In the previous lecture, we discussed the basics of circular orbits. Mastering even circular orbits provides quite a bit of intuitive behavior about the motion of spacecraft about planets. We learned that

More information

How the Sun Works. Presented by the

How the Sun Works. Presented by the How the Sun Works Presented by the The Sun warms our planet every day, provides the light by which we see and is absolutely necessary for life on Earth. In this presentation, we will examine the fascinating

More information

COSMIC RAYS DAY INTRODUCTION TO COSMIC RAYS WINDWARD COMMUNITY COLLEGE - SEPTEMBER 26, 2015 VERONICA BINDI - UNIVERSITY OH HAWAII

COSMIC RAYS DAY INTRODUCTION TO COSMIC RAYS WINDWARD COMMUNITY COLLEGE - SEPTEMBER 26, 2015 VERONICA BINDI - UNIVERSITY OH HAWAII COSMIC RAYS DAY WINDWARD COMMUNITY COLLEGE - SEPTEMBER 26, 2015 VERONICA BINDI - UNIVERSITY OH HAWAII INTRODUCTION TO COSMIC RAYS MAJOR QUESTIONS: Are there forms of matter in the Universe that do not

More information

Special theory of relativity

Special theory of relativity Announcements l CAPA #9 due Tuesday April 1 l Mastering Physics Chapter 35 due April 1 l Average on exam #2 is 26/40 l For the sum of the first two exams (80 points); l >=67 4.0 l 61-66 3.5 l 50-60 3.0

More information

Chapter 12 Relativity

Chapter 12 Relativity Chapter 12 Relativity In a black hole, time stops forever. Every particle of matter has an antimatter twin. When matter and antimatter meet, they annihilate each other in a flash of pure energy. The sun

More information

Astronomy 421. Lecture 24: Black Holes

Astronomy 421. Lecture 24: Black Holes Astronomy 421 Lecture 24: Black Holes 1 Outline General Relativity Equivalence Principle and its Consequences The Schwarzschild Metric The Kerr Metric for rotating black holes Black holes Black hole candidates

More information

Astronomy 120 Overview

Astronomy 120 Overview Prof. Jeff Kenney Class 15 June 15, 2018 Astronomy 120 Overview Lec 1-5: intro, physics review (FAST) Lec 6-8: stars (FAST) Lec 9-14: galaxies, clusters & dark matter (SLOW) Lec 15-18: black holes & active

More information

AY2 Winter 2017 Midterm Exam Prof. C. Rockosi February 14, Name and Student ID Section Day/Time

AY2 Winter 2017 Midterm Exam Prof. C. Rockosi February 14, Name and Student ID Section Day/Time AY2 Winter 2017 Midterm Exam Prof. C. Rockosi February 14, 2017 Name and Student ID Section Day/Time Write your name and student ID number on this printed exam, and fill them in on your Scantron form.

More information

PHSC 1053: Astronomy Relativity

PHSC 1053: Astronomy Relativity PHSC 1053: Astronomy Relativity Postulates of Special Relativity The speed of light is constant in a vacuum and will be the same for ALL observers, independent of their motion relative to the each other

More information

Evolution of High Mass stars

Evolution of High Mass stars Evolution of High Mass stars Neutron Stars A supernova explosion of a M > 8 M Sun star blows away its outer layers. The central core will collapse into a compact object of ~ a few M Sun. Pressure becomes

More information

SURVEY OF THE ELECTRIC SOLAR WIND SAIL: THE FASTEST MAN-MADE DEVICE EVER BUILT

SURVEY OF THE ELECTRIC SOLAR WIND SAIL: THE FASTEST MAN-MADE DEVICE EVER BUILT SURVEY OF THE ELECTRIC SOLAR WIND SAIL: THE FASTEST MAN-MADE DEVICE EVER BUILT Nick R. Purtle 1 University of Oklahoma, Norman, OK, 73069 In recent years, scientists have discovered that there are planets

More information

NSCI 314 LIFE IN THE COSMOS

NSCI 314 LIFE IN THE COSMOS NSCI 314 LIFE IN THE COSMOS 2 BASIC ASTRONOMY, AND STARS AND THEIR EVOLUTION Dr. Karen Kolehmainen Department of Physics CSUSB COURSE WEBPAGE: http://physics.csusb.edu/~karen MOTIONS IN THE SOLAR SYSTEM

More information

Name Date Period. 10. convection zone 11. radiation zone 12. core

Name Date Period. 10. convection zone 11. radiation zone 12. core 240 points CHAPTER 29 STARS SECTION 29.1 The Sun (40 points this page) In your textbook, read about the properties of the Sun and the Sun s atmosphere. Use each of the terms below just once to complete

More information

E = mc 2. Inertial Reference Frames. Inertial Reference Frames. The Special Theory of Relativity. Slide 1 / 63. Slide 2 / 63.

E = mc 2. Inertial Reference Frames. Inertial Reference Frames. The Special Theory of Relativity. Slide 1 / 63. Slide 2 / 63. Slide 1 / 63 The Special Theory of Relativity E = mc 2 Inertial Reference Frames Slide 2 / 63 Newton's laws are only valid in inertial reference frames: n inertial reference frame is one which is not accelerating

More information

A = 6561 times greater. B. 81 times greater. C. equally strong. D. 1/81 as great. E. (1/81) 2 = 1/6561 as great Pearson Education, Inc.

A = 6561 times greater. B. 81 times greater. C. equally strong. D. 1/81 as great. E. (1/81) 2 = 1/6561 as great Pearson Education, Inc. Q13.1 The mass of the Moon is 1/81 of the mass of the Earth. Compared to the gravitational force that the Earth exerts on the Moon, the gravitational force that the Moon exerts on the Earth is A. 81 2

More information

Potentially useful formulas: F = G m 1m 2 r 2 F = k q 1q 2 F = ma Distance = Speed Time

Potentially useful formulas: F = G m 1m 2 r 2 F = k q 1q 2 F = ma Distance = Speed Time PHY100 May 4, 2010 Final Exam Name: Aran Garcia-Bellido Please read the problems carefully and answer them in the space provided. Write on the back of the page, if necessary. Show your work where requested

More information

The Solar System. Name Test Date Hour

The Solar System. Name Test Date Hour Name Test Date Hour Astronomy#3 - Notebook The Solar System LEARNING TARGETS I can describe the objects that make up our solar system. I can identify the inner and outer planets. I can explain the difference

More information

Earth Space Systems. Semester 1 Exam. Astronomy Vocabulary

Earth Space Systems. Semester 1 Exam. Astronomy Vocabulary Earth Space Systems Semester 1 Exam Astronomy Vocabulary Astronomical Unit- Aurora- Big Bang- Black Hole- 1AU is the average distance between the Earth and the Sun (93 million miles). This unit of measurement

More information

MEASURING DISTANCES IN ASTRONOMY

MEASURING DISTANCES IN ASTRONOMY Basic Principles: MEASURING DISTANCES IN ASTRONOMY Geometric methods Standard candles Standard rulers [the last two methods relate quantities that are independent of distance to quantities that depend

More information

Space Science Jeopardy!

Space Science Jeopardy! Space Science Jeopardy! Structure of the Universe Stars & HR Diagram Seasons, Tides, Phases, Eclipses Astronomical Bodies The Sun & Gravity 10 10 10 10 10 20 20 20 20 20 30 30 30 30 30 40 40 40 40 40 50

More information

Answers. The Universe. Year 10 Science Chapter 6

Answers. The Universe. Year 10 Science Chapter 6 Answers The Universe Year 10 Science Chapter 6 p133 1 The universe is considered to be the whole of all matter, energy, planets, solar systems, galaxies, and space. Many definitions of the universe also

More information

Physics Mechanics Lecture 30 Gravitational Energy

Physics Mechanics Lecture 30 Gravitational Energy Physics 170 - Mechanics Lecture 30 Gravitational Energy Gravitational Potential Energy Gravitational potential energy of an object of mass m a distance r from the Earth s center: Gravitational Potential

More information

Heading for death. q q

Heading for death. q q Hubble Photos Credit: NASA, The Hubble Heritage Team (STScI/AURA) Heading for death. q q q q q q Leaving the main sequence End of the Sunlike star The helium core The Red-Giant Branch Helium Fusion Helium

More information

Chapter 21 Astronomy Today 7th Edition Chaisson/McMillan

Chapter 21 Astronomy Today 7th Edition Chaisson/McMillan Lecture Outlines Chapter 21 Astronomy Today 7th Edition Chaisson/McMillan Chapter 21 Stellar Explosions Units of Chapter 21 21.1 Life after Death for White Dwarfs 21.2 The End of a High-Mass Star 21.3

More information

Physics 120 Quantum Physics and Beyond Today!

Physics 120 Quantum Physics and Beyond Today! Physics 120 Quantum Physics and Beyond Today! General Relativity Accelerated Frames General Relativity Light in General Relativity Motion and Time in General Relativity Back to Quantum Entanglement? More

More information

College Physics B - PHY2054C. Special & General Relativity 11/12/2014. My Office Hours: Tuesday 10:00 AM - Noon 206 Keen Building.

College Physics B - PHY2054C. Special & General Relativity 11/12/2014. My Office Hours: Tuesday 10:00 AM - Noon 206 Keen Building. Special College - PHY2054C Special & 11/12/2014 My Office Hours: Tuesday 10:00 AM - Noon 206 Keen Building Outline Special 1 Special 2 3 4 Special Galilean and Light Galilean and electromagnetism do predict

More information

Comparative Planetology II: The Origin of Our Solar System. Chapter Eight

Comparative Planetology II: The Origin of Our Solar System. Chapter Eight Comparative Planetology II: The Origin of Our Solar System Chapter Eight ASTR 111 003 Fall 2007 Lecture 07 Oct. 15, 2007 Introduction To Modern Astronomy I: Solar System Introducing Astronomy (chap. 1-6)

More information

Our Universe: Creation, Galaxies, Stars and Celestial Objects

Our Universe: Creation, Galaxies, Stars and Celestial Objects Our Universe: Creation, Galaxies, Stars and Celestial Objects Big Bang Theory Our universe began with one huge exploding atom that relapsed all the energy and matter that exists in the universe today.

More information