Chapter 12: Q34E (page 557)
Sketch the Feynman diagram if the proposed decay is possible.
Short Answer
The decay is not possible as the lepton number is not conserved.
Chapter 12: Q34E (page 557)
Sketch the Feynman diagram if the proposed decay is possible.
The decay is not possible as the lepton number is not conserved.
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Get started for freeTo produce new particle accelerators often smash two equal mass objects together proton and proton or electron and positron. The threshold energy is the kinetic energy before the collision needed simply to produce the final particle their mass thermal energy alone with no leftover kinetic energy. Consider a colliding beam accelerator in which two initial particles of mass m are moving at the same speed relative to the lab. Assume that the total mass of the stationary particles after the collision is M. Show that the threshold energy is .
Equation (12·5) would apply to any given chunk of an expanding spherical mass. provided that no chunks overtake any others-if, for instance,speed increases, with distance from the origin. Why? (Think of Gauss’ law from electrostatics).
Symmetries are compelling in physics. The properties of the particles in Table 12.2 show Some interesting ones. (a) Make a two-dimensional plot, with strangeness along the vertical axis and the third component of isospin on the horizontal. Add Spots representingthe and the nine other baryons below it in Table 12.2. (b) Are properties other than strangeness and correlated?
Sketch the Feynman diagram if theproposed decay is possible.
If a neutrino interacted with a quark every time their separation was within the range generally accepted for the weak force, then the cross-section of a neutron or proton “seen” by a neutrino would be on the order of . Even at such separation, however the probability of interactions is quite small. The nucleon appears to have an effective cross-section of only about .
(a) About how many nucleons are there in a column through the earth’s center of 1 m2 cross-sectional area?
(b) what is the probability that a given neutrino passing through space and encountering earth will actually “hit”?
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