Exam Details
Subject | Astronomy and Astrophysics | |
Paper | ||
Exam / Course | Bachelor Degree Programme (Elective Course: Physics) | |
Department | School of Sciences (SOS) | |
Organization | indira gandhi national open university | |
Position | ||
Exam Date | December, 2015 | |
City, State | new delhi, |
Question Paper
Show that the altitude of the pole star is equal to the latitude of the observer.
Calculate the magnitude of the faintest object that a 3·5 m telescope can detect.
Explain the Sunspot cycle.
Derive the equation of Hydrostatic Equilibrium.
List the four components of Interstellar gas. Explain how H-I region was detected.
Write the expression for Schwarzschild radius and calculate its value for the Earth.
A galaxy of absolute magnitude M -20 is at a distance of 700 kpc. Would it be visible to the naked eye? Explain.
How is the presence of dark matter in the universe inferred on the basis of virial theorem?
Define apparent and absolute magnitudes of a star and derive an expression for the distance modulus.
The distance modulus of star Vega is -0·5. At what distance is it from us
Define right ascension and declination «n. Explain why these coordinates remain unchanged during the daily motion of stars.
Determine the coordinates ex and for the Sun on March 22 and September 23.
Sketch H-R diagram indicating the location of the major types of stars.
Suppose that the surface temperature of two stars A and B is the same and the luminosity of A is higher than B. Which of the two stars is bigger in size? Why?
Explain astrometric and radial velocity methods for detecting extra-solar planets.
Calculate the total angular momentum of Sun-Jupiter system assuming that Jupiter has a circular orbit of radius 5·2 AU and its orbital period is 11·86 years. Assume that the Sun interacts only with Jupiter.
Describe the evolution of 1 solar mass star. It is estimated that after its life on the main sequence, the Sun will swell about 200 times the present radius. If, at that time, its surface temperature is half of its present value, calculate the luminosity of the Sun.
Draw the rotation curve of the Milky Way galaxy. Explain how the presence of dark matter is inferred from this rotation curve.
State Hubble's law. Explain the significance of Hubble's constant.
Define an active galaxy. State the properties of Star Burst galaxies.
Calculate the magnitude of the faintest object that a 3·5 m telescope can detect.
Explain the Sunspot cycle.
Derive the equation of Hydrostatic Equilibrium.
List the four components of Interstellar gas. Explain how H-I region was detected.
Write the expression for Schwarzschild radius and calculate its value for the Earth.
A galaxy of absolute magnitude M -20 is at a distance of 700 kpc. Would it be visible to the naked eye? Explain.
How is the presence of dark matter in the universe inferred on the basis of virial theorem?
Define apparent and absolute magnitudes of a star and derive an expression for the distance modulus.
The distance modulus of star Vega is -0·5. At what distance is it from us
Define right ascension and declination «n. Explain why these coordinates remain unchanged during the daily motion of stars.
Determine the coordinates ex and for the Sun on March 22 and September 23.
Sketch H-R diagram indicating the location of the major types of stars.
Suppose that the surface temperature of two stars A and B is the same and the luminosity of A is higher than B. Which of the two stars is bigger in size? Why?
Explain astrometric and radial velocity methods for detecting extra-solar planets.
Calculate the total angular momentum of Sun-Jupiter system assuming that Jupiter has a circular orbit of radius 5·2 AU and its orbital period is 11·86 years. Assume that the Sun interacts only with Jupiter.
Describe the evolution of 1 solar mass star. It is estimated that after its life on the main sequence, the Sun will swell about 200 times the present radius. If, at that time, its surface temperature is half of its present value, calculate the luminosity of the Sun.
Draw the rotation curve of the Milky Way galaxy. Explain how the presence of dark matter is inferred from this rotation curve.
State Hubble's law. Explain the significance of Hubble's constant.
Define an active galaxy. State the properties of Star Burst galaxies.
Other Question Papers
Departments
- Centre for Corporate Education, Training & Consultancy (CCETC)
- Centre for Corporate Education, Training & Consultancy (CCETC)
- National Centre for Disability Studies (NCDS)
- School of Agriculture (SOA)
- School of Computer and Information Sciences (SOCIS)
- School of Continuing Education (SOCE)
- School of Education (SOE)
- School of Engineering & Technology (SOET)
- School of Extension and Development Studies (SOEDS)
- School of Foreign Languages (SOFL)
- School of Gender Development Studies(SOGDS)
- School of Health Science (SOHS)
- School of Humanities (SOH)
- School of Interdisciplinary and Trans-Disciplinary Studies (SOITDS)
- School of Journalism and New Media Studies (SOJNMS)
- School of Law (SOL)
- School of Management Studies (SOMS)
- School of Performing Arts and Visual Arts (SOPVA)
- School of Performing Arts and Visual Arts(SOPVA)
- School of Sciences (SOS)
- School of Social Sciences (SOSS)
- School of Social Work (SOSW)
- School of Tourism & Hospitality Service Sectoral SOMS (SOTHSM)
- School of Tourism &Hospitality Service Sectoral SOMS (SOTHSSM)
- School of Translation Studies and Training (SOTST)
- School of Vocational Education and Training (SOVET)
- Staff Training & Research in Distance Education (STRIDE)
Subjects
- Astronomy and Astrophysics
- Communication Physics
- Electric & Magnetic Phenomena
- Electrical Circuits and Electronics
- Elementary Mechanics / Ocillations & Waves
- Mathematical Methods in Physics-I/ Mathematical Methods in Physics-II
- Mathematical Methods in Physics-III
- Modern Physics
- Optics
- Physics of Solids
- Thermodynamics & Statistical Mechanics