Test 1 Results Course grade is based on number of points including review questions, in-class exercises, tests, extra credit.

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Test 1 Results Course grade is based on number of points including review questions, in-class exercises, tests, extra credit 260+ A 225-259 B 180-224 C 150-179 D Lowest test score (out of 4) will be dropped Test 1 results average = 69 #exams approximate grade 78-100 A 14 66-77 B 12 51-65 C 10 41-50 D 8 0-40 F 0 PHYS 162

The Nature of Stars Measure properties of Stars Distance Mass Absolute Brightness Surface Temperature Radius Find that some are related Large Mass  Large Brightness Determine model of stellar formation and life cycle PHYS 162

Luminosity of Stars Luminosity=Absolute Brightness=how much light/energy a star produces Scale relative to Sun. So Lsirius = 23LS means Sirius radiates 23 times more energy than the Sun Stars range from .0001xLS to 1,000,000xLS Another scale: “magnitude” often used. A log scale to the power of ~2.5. YOU DON’T NEED TO KNOW. The lower the Mag the brighter the object PHYS 162

Binary Stars  Stellar Masses  Stellar Sizes (sometimes) Get size by length of time it takes to eclipse other star plus amount of light reduction related to relative sizes of stars Measure orbital information  period and separation distance. Get Mass though Kepler/Newtonian-like methods PHYS 162

Mass vs Luminosity High mass  High brightness always on these plots it is the Absolute Luminosity of the star   High mass  High brightness PHYS 162

HST image. “add” together images taken with different color filters  surface temperature of star PHYS 162

Hertzprung-Russell Diagram Plot Luminosity versus surface temperature PHYS 162

Hertzprung-Russell Diagram size is along diagonal Stars with larger sizes are brighter then a smaller star with the same surface temperature PHYS 162

Temperature vs Luminosity vs Radius of Stars Energy emitted by surface of star due to EM radiation is Energy/area = sT4. Examples Two stars. Same temperature and radius  same Luminosity Two stars. Same temperature. Radius(B) = 2xRadius(A). So surface area(B)= 4xsurface area(A)  Luminosity(B)= 4xLum(A) Radius = 1 radius = 2 PHYS 162

Temperature vs Luminosity vs Radius of Stars Energy emitted by surface of star due to EM radiation is Energy/area = sT4. Examples Two stars. Same radius. Temperature(B) = 2xTemp(A). (Energy/Area)B = 24(Energy/Area)A or (Energy/Area)B = 16x(Energy/Area)B  Luminosity(B) = 16xLum(A) Temp = 6000 Temp = 12,000 PHYS 162

Hertzprung-Russell Diagram Most stars are on a “line” called the MAIN SEQUENCE with hot surface temp  large radius medium temp  medium radius cool surface temp  small radius Stars with cool surface temperature but very large radius: RED GIANTS Stars with hot surface temperature but very small radius: WHITE DWARVES PHYS 162

PHYS 162

Spectroscopic Parallax If we use well-understood close stars to determine the overall brightness scale of a specific class of star, then measuring the spectrum can be used to give the distance for stars > 500 LY away 1. Determine Surface Temperature + spectral class of star 2. Determine where on HR diagram should go 3. Read off absolute luminosity from HR diagram 4. Measure apparent luminosity and calculate distance works best if many close-by stars PHYS 162

Activity 1: Orion over time Plot stars in Orion as of today But stars are moving through Milky Way Galaxy In 1 Million years, relative angular position will change, Orion will look differently Second part of activity is plotting new positions in 1 My Some stars may not be there in 1 million years (Rigel and Betelguese may supernova) PHYS 162