Observational Properties of Stellar Continua

Slides:



Advertisements
Similar presentations
Line Profiles Note - Figure obtained from
Advertisements

Blackbody Radiation. Blackbody = something that absorbs all electromagnetic radiation incident on it. A blackbody does not necessarily look black. Its.
1. absolute brightness - the brightness a star would have if it were 10 parsecs from Earth.
Radiation and Spectra Chapter 5
Stars Flux and Luminosity Brightness of stars and the magnitude scale Absolute magnitude and luminosity Distance modulus Temperature vs heat Temperature.
Chapter 8 – Continuous Absorption
Chapter 13 Cont’d – Pressure Effects
Stellar Temperatures Wien’s law works perfectly for objects with Planck spectra. Stars don’t quite have Planck-like spectra. UV Blue Green Red Infrared.
Stellar Continua How do we measure stellar continua? How precisely can we measure them? What are the units? What can we learn from the continuum? –Temperature.
Stars Stars are very far away.
This set of slides This set of slides continues star characteristics, binary stars, size, mass and luminosity of stars, the HR diagram. Units covered:
© 2005 Pearson Education Inc., publishing as Addison-Wesley Light Spectra of Stars: Temperature determines the spectrum. Temperature Determines: 1. the.
Copyright © 2010 Pearson Education, Inc. Clicker Questions Chapter 10 Measuring the Stars.
The Interstellar Medium Astronomy 315 Professor Lee Carkner Lecture 19.
Atoms and Starlight Chapter 6. Color and Temperature Orion Betelgeuze Rigel Stars appear in different colors, from blue (like Rigel) via green / yellow.
Photometry. Measuring Energy Photometry measures the energy from a source using a narrow range of wavelengths. –Visual wavelengths from nm –Narrower.
Wavelength flux Spectral energy distributions of bright stars can be used to derive effective temperatures Ay 123 Lecture I - Physical Properties.
Guiding Questions How far away are the stars?
February 7, 2006 Astronomy Chapter 16: Analyzing Starlight.
The Trigonometric Parallax B p B = 1 AU = 1.496*10 13 cm d = (1/p[arcsec]) parsec d 1 pc = 3.26 LY ≈ 3*10 18 cm.
Review of Lecture 4 Forms of the radiative transfer equation Conditions of radiative equilibrium Gray atmospheres –Eddington Approximation Limb darkening.
Stellar Atmospheres II
The Interstellar Medium Chapter 14. Is There Anything Between the Stars? The answer is yes! And that “stuff” forms some of the most beautiful objects.
Stellar Spectra AST 112 Lecture 7.
Non-LTE in Stars The Sun Early-type stars Other spectral types.
Surveying the Stars Insert TCP 5e Chapter 15 Opener.
ASTR112 The Galaxy Lecture 8 Prof. John Hearnshaw 12. The interstellar medium (ISM): gas 12.1 Types of IS gas cloud 12.2 H II regions (diffuse gaseous.
Spectroscopy – the study of the colors of light (the spectrum) given off by luminous objects. Stars have absorption lines at different wavelengths where.
The Properties of Stars
26.2 Stars Proxima Centauri, the red star at the center, is the closest star to the sun.
1 Nature of Light Wave Properties Light is a self- propagating electro- magnetic wave –A time-varying electric field makes a magnetic field –A time-varying.
1. range. II-3. Stellar Spectra and Temperature (Main Ref.: Lecture notes; FK Ch. 5, Sec. 17-4, 17-5) II-3a. Electromagnetic (em) Radiation - Review (Main.
Starlight and Atoms Chapter 6. The Amazing Power of Starlight Just by analyzing the light received from a star, astronomers can retrieve information about.
Chapter 8 – Continuous Absorption Physical Processes Definitions Sources of Opacity –Hydrogen bf and ff –H - –He –Scattering.
Chapter 15 – Measuring Pressure (con’t) Temperature spans a factor of 10 or so from M to O stars Pressure/luminosity spans six orders of magnitude from.
Stellar Continua How do we measure stellar continua?
3 - Stellar Spectra. Why a slit? No slit Slit Sky Backgrounds and Telescope Nods star slit.
Characteristics of Stars. Stars… Are hot balls of plasma that shine because nuclear fusion is happening at their cores… they create their own light Have.
Lecture 10: Light & Distance & Matter Astronomy 1143 – Spring 2014.
Light and Matter Astronomy 315 Professor Lee Carkner Lecture 6.
How Do Astronomers Measure the Brightness of a Star? Stars vary greatly in brightness Stars vary greatly in brightness Early peoples observed bright stars.
Lecture 8 Optical depth.
1 Model Atmosphere Results (Kurucz 1979, ApJS, 40, 1) Kurucz ATLAS LTE code Line Blanketing Models, Spectra Observational Diagnostics.
Neutral hydrogen in the Galaxy. HII regions Orion nebula Triangulum nebula.
Each star is born with a specific mass. This mass is the main factor in determining the star’s brightness, temperature, expected lifetime, type of death,
Chapter 13 Cont’d – Pressure Effects More curves of growth How does the COG depend on excitation potential, ionization potential, atmospheric parameters.
Astronomy Basic Properties of Stars. Kirchhoff’s Three Kinds of Spectra.
© 2017 Pearson Education, Inc.
Stellar Classification
Chapter 13 – Behavior of Spectral Lines
Unit 2: The Sun and Other Stars
MODELS OF EMISSION LINE PROFILES AND SPECTRAL ENERGY DISTRIBUTIONS
Free-Free Absorption from H I
Characteristics of Stars
Unit 2: The Sun and Other Stars
Non-LTE Models for Hot Stars
Light: Thermal Spectra Emission and Absorption Spectra
Stellar Classification
Unit 2: The Sun and Other Stars
A Study of Accretion Disks Around Young Binary Star Systems
Atmospheres of Cool Stars
Proxima Centauri, the red star at the center, is the closest star to the sun. A star is a large, glowing ball of gas in space, which generates energy through.
The ISM and Stellar Birth
Jelena Kovačević Dojčinović, Luka Č. Popović
Basic Properties of Stars
A star is a large, glowing ball of gas in space, which generates energy through nuclear fusion in its core. The closest star to Earth is the sun, which.
Chapter 8 – Continuous Absorption
Stellar Classification
Stellar Classification
Presentation transcript:

Observational Properties of Stellar Continua Balmer Jump, Continuum Slope Filters and Colors Balmer Line Wings Correcting for Interstellar Reddening

Top Cool, faint High opac. Hot, bright Low opac. To center

Balmer Jump Measures change in opacity due to onset of H b-f absorption from n=2 level At λ<3647Å high opacity, so radiation comes from upper atmosphere (cooler, less flux) At λ>3647Å lower opacity, see deeper into atmosphere (hotter, more flux)

Change in the Balmer Jump Along the Main Sequence F, G stars: also consider H- opacity Saha equation: Depends on both T (n=2 to n=1 levels of H) and pressure (log g or ne)

Change in the Balmer Jump Along the Main Sequence Hot F stars: H- opacity small for λ<3647 Late B, A stars: H- opacity negligible depends only on T

Change in the Balmer Jump Along the Main Sequence Hot stars: scattering contributes more to opacity compared to the declining role of neutral H b-f (since more H ionized) → decline in Balmer Jump with increasing T

Sampling Spectra with Filters BJ

Johnson Colors (Buser & Kurucz 1978, A&A, 70, 555)

Johnson UBV Colors U 3650 Å, B 4400 Å, V 5500 Å Balmer Jump: U measures flux from both sides but most influenced by drop in flux for λ<3647 Å Progressing up the MS, larger BJ → (U-B) looks redder (larger) (B-V) continues to get bluer (smaller) Lines important in UV and optical make stars appear redder (especially in U-B)

Trends in Color-Color Diagram

Balmer Line Wings in Early-Type Stars: T dependence

Balmer Line Wings in Early-Type Stars: log g dependence

Balmer Line Wings Line depth α κline / κcontinuum Hot stars: κline α NH(n=2) (H b-b) and κcontinuum α NH(n=3) (H b-f, Paschen contin.) Line wings formed by collisional Stark broadening α ne (density of perturbers) → Line depth α NH(n=2) ne / NH(n=3) depends on both T and P (log g)

Balmer Line Wings Cool stars: Continuum opacity mainly due to H- → Line depth α NH(n=2) ne / N(H-) α NH(n=2) ne / [NH(n=1) ne f(T)] = NH(n=2) / [NH(n=1) f(T)] → depends only on T

Balmer Jump and Balmer Line Wings in Strömgren Filter System u 3500 Å, v 4110 Å, b 4670 Å, y 5470 Å, Hβ wide and narrow Balmer Jump Balmer Wings Hot stars T ne, T Cool stars

Strömgren Indices b-y slope of Paschen continuum c1 = (u-v) – (v-b) or actual grad. across BJ – long λ gradient → measure of Balmer Jump β = m(30 Å) – m(150 Å) → measures strength of Hβ m1 = (v-b) – (b-y) → measure metallic line absorptions (stronger in blue-green than yellow-red)

Trends in Strömgren Indices (Lester, Gray, & Kurucz 1986, ApJS, 61, 509) c1 : T hot; T, ne cool β : T, ne hot; T cool

ISM Reddening Important for Distant Stars (hot, luminous ones) Q = reddening free parameter

Reddening Free Parameters Johnson Q Strömgren reddening free indices

Reddening, Extinction in other Bands (Fitzpatrick 1999, PASP, 111, 63)