Quiz #2
Tuesday, March 25, 1997
Name: ________________________ Student Number: ______________
In the future, the simpler stellar structure sketches in Chapters 18 rather than Figure 16-12 will be sufficient.
Since we permitted you to select a red giant, and some students did, this question was beyond the advertised range of the quiz, Chapters 11-16. Therefore, we are making the entire quiz worth only 34+34=68 points. Any student who scored more than 34 points gets extra credit for those additional points.
(a) Aldebaran
(b) Antares
(c) Procyon
(d) Vega
(e) There is not enough information to decide.
3. (9 points) Apply the balance conditions that determine the structure of a star to explain what would happen if the rate of nuclear reactions in the core of a star were to increase. Circle the correct choice in each triplet in the paragraph below.
If the rate of nuclear reactions in the core of a star were to increase, then the temperature in the core would (decrease) (remain unchanged) (increase). As a result the pressure in the core would (decrease) (remain unchanged) (increase). Then the pressure will be (less than) (the same as) (greater than) the gravity. So the core of the star will (contract) (not change) (expand). As a result the temperature in the core will (decrease) (remain unchanged) (increase), and also the insulating ability of the star will (decrease) (remain unchanged) (increase). The first of these effects will make the rate of energy generation in the core (decrease) (remain unchanged) (increase) as well as make the presure in the core (decrease) (remain unchanged) (increase), and the second of these effects will make the luminosity of the star (decrease) (remain unchanged) (increase). As a result, the star will come into balance again.
4. (8 points) The direct method of detemining the masses of stars (other than the Sun) is to apply Kepler's 3rd Law to systems of binary or dual stars.
5. (6 points) Which of the following is NOT a test of models of stars?
(a) Comparing observations of neutrinos from the Sun with prediction
of Solar models.
(b) Comparing observations of planets around other stars with predictions
of stellar models.
(c) Comparing the observed relation between the luminosity and mass of
a star with predictions of stellar models.
(d) Comparing the observed oscillations of the Sun (helioseismology) with
predictions of solar models.
(e) All of these are tests of stellar models.