Packet 3: Bonus 8

A probability distribution describing this phenomenon equals k divided by the following: the square of the quantity “M squared minus M nought squared,” plus M nought squared times capital gamma squared. For 10 points each:
[10e] What phenomenon causes an oscillator’s amplitude to increase when it is driven near its natural frequency?
ANSWER: resonance [or nuclear resonance]
[10h] These two physicists explained why the cross-section of neutron capture increases at energies close to the rest energy of a nucleus in a 1936 paper. Therefore, the distribution describing nuclear resonance is named after them.
ANSWER: Gregory Breit AND Eugene Wigner [accept in either order; accept Breit-Wigner distribution]
[10m] The Breit-Wigner distribution also describes a form of this phenomenon that results from resonance in the Lorentz oscillator model. The “Doppler” form of this phenomenon is caused by the distribution of atoms’ velocities.
ANSWER: spectral line broadening [accept Lorentzian broadening; accept natural broadening]
<FW, Physics> | NAFTA-Packet-3

HeardPPBE %M %H %
4313.0286%30%14%

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