RADIATION AND SPECTRA Chapter 4 WAVESWAVES l A stone dropped into a pool of water causes an expanding disturbance called a wave.

Slides:



Advertisements
Similar presentations
Electromagnetic Spectrum. Electromagnetic energy travels in waves and spans a broad spectrum from very long radio waves to very short gamma rays. Our.
Advertisements

Video Field Trip: Fireball
Big Questions If astronomers measure an object’s apparent brightness (flux), what do they need to know to figure out how far away that object is? Why are.
Chapter 24: Studying the Sun (and other stars)
Introduction to Astrophysics Lecture 3: Light. Properties of light Light propagates as a wave, and corresponds to oscillations of electric and magnetic.
AST 101 Lecture 9 The Light of your Life
Radiation:.
Radiation and Spectra Chapter 5
Astronomy and the Electromagnetic Spectrum
Light. Properties Light is key to understanding the universe by analyzing light; we learn what planets & stars are made of and their temperature. Light.
Light and Atoms Chapter 3.
MULTI-WAVELENGTH ASTRONOMY (or “Oh Say, What Can You See by Different Kinds of Light ?”)
LECTURE 5, SEPTEMBER 7, 2010 ASTR 101, SECTION 3 INSTRUCTOR, JACK BRANDT 1ASTR 101-3, FALL 2010.
Electromagnetic Radiation (How we get most of our information about the cosmos) Examples of electromagnetic radiation: Light Infrared Ultraviolet Microwaves.
ASTRONOMY 161 Introduction to Solar System Astronomy Class 9.
Light Solar System Astronomy Chapter 4. Light & Matter Light tells us about matter Almost all the information we receive from space is in the form of.
1 Light and Atoms Why study the behavior of light and atoms? –It is only through light that we know anything about the Universe. –We can’t experiment on.
RADIATION AND SPECTRA Chapter 4. WAVESWAVES l A stone dropped into a pool of water causes an expanding disturbance called a wave.
Many sources (hot, glowing, solid, liquid or high pressure gas) show a continuous spectra across wavebands. Emission spectra Elements in hot gases or.
Astro 201: Sept. 14, 2010 Read: Hester, Chapter 4 Chaos and Fractal information on class web page On-Line quiz #3: available after class, due next Tuesday.
Astronomy 1 – Winter 2011 Lecture 7; January
Microwave: The Cosmic Microwave Background (CMB). Shortly after the Big Bang, the Universe cooled enough to allow atoms to form. After this point in time,
Deducing Temperatures and Luminosities of Stars (and other objects…)
A) gamma rays b) infrared c) sound d) visible light e) radio Which of these is NOT a form of electromagnetic radiation? Question 1.
Assigned Reading Today’s assigned reading is: –Finish Chapter 7.
Quiz 1 Each quiz sheet has a different 5-digit symmetric number which must be filled in (as shown on the transparency, but NOT the same one!!!!!) Please.
Radiation Curves. Continuous Radiation How bright is the continuous spectrum at different colors? How does a perfect light source emit its light? 400nm.
CHAPTER 28 STARS AND GALAXIES
Electromagnetic Spectrum. Different forms of radiation arranged in order according to their wavelength. – Travels through space at 300,000 km/s or 186,000.
Chapter 2 Decoding the Hidden Messages in Starlight
 Celestial Sphere  Imagine a sphere that surrounds our planet in which all the stars are attached. This sphere is allowed to rotate freely around the.
How do Astronomers know what they know? Almost everything we know about Astronomy was learned by gathering and studying light from distant sources Properties.
Chapter 3 Light and Matter
Blackbody Radiation & Atomic Spectra. “Light” – From gamma-rays to radio waves The vast majority of information we have about astronomical objects comes.
The Electromagnetic Spectrum
Chapter 3 Radiation. Units of Chapter Information from the Skies 3.2 Waves in What? The Wave Nature of Radiation 3.3 The Electromagnetic Spectrum.
Stellar Parallax & Electromagnetic Radiation. Stellar Parallax Given p in arcseconds (”), use d=1/p to calculate the distance which will be in units “parsecs”
CHAPTER 3 (p ) Light. Only a very small range of wavelengths, 400nm to 700nm, are visible to humans. Wavelengths are very small so astronomers use.
Blackbody Radiation And Spectra. Light is a form of _______. Why is this important? With very few exceptions, the only way we have to study objects in.
Properties of Light.
Waves, Photons & the EM Spectrum  Astronomers obtain information about the universe mainly via analysis of electromagnetic (em) radiation: visible light.
Measuring Light Quantitatively Spectroscopy: measuring wavelengths ( ) and frequencies (  ) emitted or absorbed by matter; composition of stars Photometry:
Donna Kubik PHYS162 Fall, Because of its electric and magnetic properties, light is called electromagnetic radiation. It consists of perpendicular,
The Nature of Light A Prism “Breaks Up” White Light When white light passes through a prism a spectrum is formed.
5-1 How we measure the speed of light 5-2 How we know that light is an electromagnetic wave 5-3 How an object’s temperature is related to the radiation.
Wave property of light Waves can carry energy Wavelength ( ) : distance between successive crests (or troughs) Frequency (f): # of waves passing a point.
Light hits Matter: Refraction Light travels at different speeds in vacuum, air, and other substances When light hits the material at an angle, part of.
Spectra What determines the “color” of a beam of light? The answer is its frequency, or equivalently, its wavelength. We see different colors because.
Viewing the Universe. 8Astronomers gather information about objects throughout the universe by detecting various kinds of energy given off by these objects.
Question 1 1) wavelength 2) frequency 3) period 4) amplitude 5) energy
Chapter 3 Radiation. Units of Chapter Information from the Skies 3.2 Waves in What? The Wave Nature of Radiation 3.3 The Electromagnetic Spectrum.
Aim: How does light provide evidence of the universe’s composition? I. Light – a form of electromagnetic radiation. A. electromagnetic radiation – energy.
Tools of Modern Astronomy
Chapter 2: Light and Matter Electromagnetic Radiation
Atoms & Starlight (Chapter 6).
The Electromagnetic Spectrum
Electromagnetic Radiation, Atomic Structure & Spectra.
Chapter 24 Video Field Trip: Fireball Write down five facts from the video!
Lecture Outlines Astronomy Today 8th Edition Chaisson/McMillan © 2014 Pearson Education, Inc. Chapter 3.
Starter 1.Where are most asteroids located? 2.Describe the structure of a comet. 3.Where do short period comets come from? What about long period comets?
The Electromagnetic Spectrum Scripps Classroom Connection
Light Monday, October 6 Next Planetarium Shows: Tues 7 pm, Wed 7 pm.
Light and The Electromagnetic Spectrum Why do we have to study “light”?... Because almost everything in astronomy is known because of light (or some.
Introducing Astronomy (chap. 1-6) Introduction To Modern Astronomy I Ch1: Astronomy and the Universe Ch2: Knowing the Heavens Ch3: Eclipses and the Motion.
Electromagnetic Radiation
How do we obtain detailed information about the Universe?
© 2017 Pearson Education, Inc.
Light as a Wave                                            SPH4U Young Star Cluster NGC 7129.
Unit 3.4 Thermal Radiation.
Electromagnetic Radiation
Presentation transcript:

RADIATION AND SPECTRA Chapter 4

WAVESWAVES l A stone dropped into a pool of water causes an expanding disturbance called a wave.

WAVESWAVES l Light and radio are waves (called electromagnetic radiation) caused by charged particles (mostly electrons) oscillating. l A stone dropped into a pool of water causes an expanding disturbance called a wave. l Sound is a wave caused by a pressure disturbance.

PROPERTIES OF RADIATION l Speed = 3 x 10 5 km/s in vacuum. l Radiation often behaves as a wave. l Wavelengths (1nm = m) ä Radio = 1m (10 9 nm) ä Infrared = 10  m (10 4 nm) ä Visible = 0.5  m (500 nm) ä Ultraviolet = 10 nm ä X-ray = 0.1 nm    -ray = nm ä m = metre,  = 10 -6, n = 10 -9

ELECTROMAGNETIC RADIATION not all reaches Earth’s surface

ELECTROMAGNETIC WAVES some telescopes have to be in space

HUMAN SENSITIVITY to WAVES l Sound Waves  (wavelength) = pitch  Short = high pitch  Long = low pitch l Light Waves  (wavelength) = colour  Short = bluer  Long = redder

NANOMETERNANOMETER Usual unit of for light is nm Usual unit of for light is nm ä(nano-meter = metres) äBlue light = 400 nm äRed light = 700 nm

NANOMETERNANOMETER Usual unit of for light is nm Usual unit of for light is nm ä(nano-meter = metres) äBlue light = 400 nm äRed light = 700 nm Prism splits white light into component colours

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma raysLess than 0.01 More than 10 8 KFew astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars.

GAMMA RAY SOURCE Black Hole

GAMMA RAY SOURCE Pulsar

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma rays Less than 0.01 More than 10 8 K Few astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars. X rays KGas in clusters of galaxies; supernova remnants; solar corona

X-RAY SOURCE Eta Carinae

X-RAY SOURCE Brahe’s Supernova 1572

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma rays Less than 0.01 More than 10 8 K Few astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars. X rays KGas in clusters of galaxies; supernova remnants; solar corona Ultraviolet KSupernova remnants; very hot stars

ULTRAVIOLET SOURCE Supernova Remnant

ULTRAVIOLET SOURCE Crab Nebula Supernova Remnant

ULTRAVIOLET SOURCE Young Stars

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma rays Less than 0.01 More than 10 8 K Few astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars. X rays KGas in clusters of galaxies; supernova remnants; solar corona Ultraviolet KSupernova remnants; very hot stars Visible KStars

VISIBLE RADIATION

VISIBLE LIGHT SOURCE note various stellar colours Sagittarius Star Cloud

VISIBLE LIGHT SOURCE NGC 6543 (Planetary Nebula)

VISIBLE LIGHT SOURCE Ring Nebula (Planetary Nebula)

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma rays Less than 0.01 More than 10 8 K Few astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars. X rays KGas in clusters of galaxies; supernova remnants; solar corona Ultraviolet KSupernova remnants; very hot stars Visible KStars Infrared KCool clouds of dust and gas; planets; satellites

INFRARED SOURCE Betelgeuse - brightest star in Orion

INFRARED SOURCE Mars

INFRARED SOURCE

IINFRARED SOURCE Io

INFRARED SOURCE Trifid Nebula IR Image

ELECTROMAGNETIC RADIATION Type of Radiation Wavelength Range (nm) Radiated by Objects at this Temperature Typical Sources Gamma rays Less than 0.01 More than 10 8 K Few astronomical sources this hot. Some supernovae, pulsars, black holes and gamma ray quasars. X rays KGas in clusters of galaxies; supernova remnants; solar corona Ultraviolet KSupernova remnants; very hot stars Visible KStars Infrared K Cool clouds of dust and gas; planets; satellites RadioMore than 10 6 Less than 10KNo astronomical objects this cold. Radio emission produced by electrons moving in magnetic fields (synchrotron radiation)

RADIO SOURCE Antennae Galaxies

RADIO SOURCE Milky Way Galaxy

WINDOWS to the UNIVERSE RadioInfrared Visible Ultraviolet X-Ray Gamma Ray l Many astronomical objects can be observed over a broad band of wavelengths.

BROAD BAND SOURCE Optical Infrared Radio Milky Way Galaxy Centre

BROAD BAND SOURCE X-ray Optical Ultraviolet Radio The Sun

BROAD BAND SOURCE Infrared Optical Radio X-ray Crab Nebula

BROAD BAND SOURCE Centaurus A

BROAD BAND SOURCE Infrared Optical Radio X-ray Coma Cluster

PROPERTIES OF RADIATION l Speed = 3 x 10 5 km/s in vacuum. l Radiation often behaves as a wave. l Wavelengths (1nm = m) ä Radio = 1m (10 9 nm) ä Infrared = 10  m (10 4 nm) ä Visible = 0.5  m (500 nm) ä Ultraviolet = 10 nm ä X-ray = 0.1 nm    -ray ä m = metre,  = 10 -6, n = l Propagation of radiation

PROPAGATION of RADIATION INVERSE SQUARE LAW (Intensity  R -2 )

PROPERTIES OF RADIATION l Speed = 3 x 10 5 km/s in vacuum. l Radiation often behaves as a wave. l Wavelengths (1nm = m) ä Radio = 1m (10 9 nm) ä Infrared = 10  m (10 4 nm) ä Visible = 0.5  m (500 nm) ä Ultraviolet = 10 nm ä X-ray = 0.1 nm    -ray ä m = metre,  = 10 -6, n = l Propagation of radiation l Spectrum of radiation (blackbody)

WHITE LIGHT SPECTRUM

BLACKBODY RADIATION l Astronomical objects emit energy at different wavelengths

ORION CONSTELLATION Rigel Betelguese

BLACKBODY RADIATION l Astronomical objects emit energy at different wavelengths l Blackbody ä WHY? ä Temperature ä - a source that absorbs all radiation hitting it. ä Energy is then re-emitted at all wavelengths. ä At higher temperatures, more energy is emitted. Q Energy emitted =  T 4 ä The higher the temperature, the shorter is the maximum wavelength.   max (nm) = 2.9 x 10 6 /T(ºK) Q ºK = ºC + 273

BLACKBODY CURVES EMITTED ENERGY WAVELENGTH (nm) | | | | | | | 3,000 K (960 nm) 4,000 K (725 nm) 5,000 K (580 nm) WIEN’S LAW T = Temp ºK max in nanometers 7,000 K (400 nm)

FLASHCARDFLASHCARD WHAT IS YOUR APPROXIMATE BODY TEMPERATURE IN DEGREES K? A) 100 K B) 200 K C) 300 K D) 400 K

FLASHCARDFLASHCARD AT WHAT WAVELENGTH DO YOU PUT OUT MOST OF YOUR ENERGY? A) 100 nm (Ultra violet) B) 1000 nm (deep red) C) 10,000 nm (infrared) D) 1,000,000 nm (short radio) Interlude with special camera

DOPPLER SHIFT

Doppler Shift Formula l l Change in wavelength = original wavelength x v/c l c=300,000 km/sec l eg wavelength 400 nm from source moving ½ c away from you. l change in wavelength = wavelength x v/c = 400 x ½ =200 nm l wavelength thus observed at 600 nm

FLASHCARDFLASHCARD IMAGINE THAT YOU ARE ON A SPACESHIP, SPEEDING TOWARDS MARS (THE RED PLANET). YOU GET CONFUSED AND MISIDENTIFY IT AS EARTH (THE BLUE PLANET). HOW FAST WERE YOU GOING? (c = 3 x 10 5 km’s, blue light = 400 nm, red light = 700 nm) A) 2/7 c ( = 85,700 km/s) B) 3/7 c (= 128,570 km/s) C) 4/7 c (= 171,430 km/s) D) 5/7 c (= 214,290 km/s)