1. The source of the sun's energy is a process called nuclear fusion. In this process, protons collide and create larger particles. As a result, huge amounts of energy are liberated. The problem, however, is that for fusion to occur, the protons have to "collide"-that is, they have to pass near to each other–say, within a proton diameter, 10-15 m. The question now arises, Are protons inside the sun actually moving that fast? b) Calculate how high the temperature would have to be inside the sun, in order for the speed you found in part (a) to be a typical rms speed for particles in an ideal gas. c) The actual temperature in the solar interior is about 107 K. Is this consistent with the fusion mechanism? • a) Suppose that one proton is fixed in place. If another proton starts out from very far away, then how fast must it be going initially, if it is to approach to within 10-15 m of the fixed proton?

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1. The source of the sun's energy is a process
called nuclear fusion. In this process, protons
collide and create larger particles. As a result,
huge amounts of energy are liberated. The
problem, however, is that for fusion to occur,
the protons have to "collide"-that is, they
have to pass near to each other–say, within a
proton diameter, 10-15 m.
The question now arises, Are protons inside
the sun actually moving that fast?
b) Calculate how high the temperature would
have to be inside the sun, in order for the
speed you found in part (a) to be a typical rms
speed for particles in an ideal gas.
c) The actual temperature in the solar interior is
about 107 K. Is this consistent with the fusion
mechanism? •
a) Suppose that one proton is fixed in place. If
another proton starts out from very far away,
then how fast must it be going initially, if it is
to approach to within 10-15 m of the fixed
proton?
Transcribed Image Text:1. The source of the sun's energy is a process called nuclear fusion. In this process, protons collide and create larger particles. As a result, huge amounts of energy are liberated. The problem, however, is that for fusion to occur, the protons have to "collide"-that is, they have to pass near to each other–say, within a proton diameter, 10-15 m. The question now arises, Are protons inside the sun actually moving that fast? b) Calculate how high the temperature would have to be inside the sun, in order for the speed you found in part (a) to be a typical rms speed for particles in an ideal gas. c) The actual temperature in the solar interior is about 107 K. Is this consistent with the fusion mechanism? • a) Suppose that one proton is fixed in place. If another proton starts out from very far away, then how fast must it be going initially, if it is to approach to within 10-15 m of the fixed proton?
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