220 likes | 373 Views
Astronomy 105 Laboratory. Lab 07. Lab Quiz 7. Last week you determined the Earth’s orbital velocity using ______. Newton’s 2nd Law Wein’s Law the photoelectric effect Newton’s Law of Gravity the Doppler effect.
E N D
Astronomy 105 Laboratory Lab 07
Last week you determined the Earth’s orbital velocity using ______. • Newton’s 2nd Law • Wein’s Law • the photoelectric effect • Newton’s Law of Gravity • the Doppler effect
If a star is moving away from Earth, the absorption lines in its spectrum will • have wavelengths shorter than those of an identical stationary star (blueshifted). • have wavelengths longer than those of an identical stationary star (redshifted). • be the same as those of an identical stationary star.
In this week’s lab you will make a graph (HR diagram) comparing two stellar properties. Which property is plotted on the horizontal axis? • mass • size • temperature or spectral class • luminosity or absolute magnitude • eccentricity
A star’s apparent magnitude is a measure of brightness as viewed from • the Earth. • 10 parsecs. • 100 parsecs. • 1000 parsecs. • 10 light-years
A star’s absolute magnitude is a measure of brightness as viewed from • the Earth. • 10 parsecs. • 100 parsecs. • 1000 parsecs. • 10 light-years
Lab 07 The Hr diagram
Apparent Brightness of Stars • Stellar Luminosity -- Total amount of light energy emitted each second • Surface Area • Temperature • Distance from the Earth
(2.512)5 = 100 (2.512)2 6.3 2.512 (2.512)3 16 Faintest stars visible to naked-eye Brightest stars in the night sky Measuring a Star’s Brightness Magnitude Scale 1 2 3 4 5 6 Brighter Dimmer Difference in apparent brightness between each magnitude step is 2.512
C Apparent Magnitude 4.2 1 parsec (pc) = 3.26 ly Absolute Magnitude 5.0 6.0 0.0 B 3.3 2.0 D A 2.0 1.3 Sun -26.5 15 pc 10 pc 5 pc
Magnitude • Stellar Brightness • Apparent Magnitude (mv) - Brightness from Earth • Absolute Magnitude (Mv) - Brightness from 10 pc Absolute magnitude depends only on a star’s luminosity
A0 A1 A2 A3 A4 A5 A6 A7 A8 A9 F0 Sun (G2) 6,000 K Spectral Classification (a temperature scale) /Guy O B A F G K M h e ine irl iss e Hot 30,000 K Cool 3,500 K
HR Diagram -10 -5 0 +5 +10 +15 The Sun M = +5 G2 Absolute Magnitude O B A F G K M Temperature Vertical Axis: Absolute Magnitude or Luminosity Horizontal Axis: Temperature (color, Kelvin or spectral type)
Luminosity:Temperature E E A Hot Star The Sun R Rsun = Rhot star R 12,000 K 6,000 K Temperature 1 Lsun 16 Lsun Luminosity ?
Luminosity:Size E E Big Star Small Star Rb Rs 6,000 K Msmall= 5 Mbig= 2 Big Star is more luminous than Small Star: Msmall– Mbig= 5 - 2 = 3 magnitudes Star 2 is more luminous than Star 1: Mv1 - Mv2 = 5 - 2 = 3 magnitudes Star 2 is 16 time brighter because it has 16 times the surface area. Star 2 is more luminous than Star 1: Mv1 - Mv2 = 5 - 2 = 3 magnitudes Star 2 is 16 time brighter because it has 16 times the surface area Big Star is 16 times brighter. Why? Big Star has 16 times the surface area! Surface Area = 4r2
Luminosity:Size E E Big Star Small Star R2 R1 6,000 K M1 = 5 M2 = 2 Big Star is more luminous than Small Star: Star 2 is more luminous than Star 1: Mv1 - Mv2 = 5 - 2 = 3 magnitudes Star 2 is 16 time brighter because it has 16 times the surface area. Star 2 is more luminous than Star 1: Mv1 - Mv2 = 5 - 2 = 3 magnitudes Star 2 is 16 time brighter because it has 16 times the surface area M1 – M2 = 5 - 2 = 3 magnitudes Big Star is 16 times brighter. Why? Big Star has 16 times the surface area! Surface Area = 4r2