Chapter 22: Problem 34
Why is particle physics important for understanding the early universe?
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Chapter 22: Problem 34
Why is particle physics important for understanding the early universe?
These are the key concepts you need to understand to accurately answer the question.
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If astronomers ignored any cosmological constant, the future of the universe could be determined solely from a. the mass of the universe. b. the volume of the universe. c. the amount of light in the universe. d. the density of the universe.
Place in order the following events in the history of the universe. a. Planck era b. grand unified theory breaks c. today d. Big Bang nucleosynthesis e. electroweak breaks f. theory of everything breaks g. electron-positron pair annihilation h. formation of galaxies and stars i. recombination j. inflation
Suppose you brought together a gram of ordinary-matter hydrogen atoms (each composed of a proton and an electron) and a gram of antimatter hydrogen atoms (each composed of an antiproton and a positron). Keeping in mind that 2 grams is less than the mass of a dime, a. Calculate how much energy (in joules) would be released as the ordinary- matter and antimatter hydrogen atoms annihilated one another. b. Compare this amount of energy with the energy released by a 1-megaton hydrogen bomb \(\left(1.6 \times 10^{14} \mathrm{J}\right)\)
During the period of inflation, the universe may have briefly expanded at \(10^{30}\) (a million trillion trillion) or more times the speed of light. Why did this ultra-rapid expansion not violate Einstein's special theory of relativity, which says that neither matter nor communication can travel faster than the speed of light?
What are the basic differences between a grand unified theory (GUT) and a theory of everything (TOE)?
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