neutron-physics

Layer 1 — Physics24 concepts in this subtree

Neutron physics — the use of slow / thermal / cold neutrons as a condensed-matter probe, exploiting (i) electrical neutrality (deep penetration, no Coulomb scattering), (ii) wavelength comparable to interatomic spacing for thermal neutrons…

de Broglie wavelength: λ = h/(m_n·v)
Bragg diffraction: n·λ = 2·d·sin(θ)
SANS: |Q| = (4π/λ)·sin(θ/2)
de Broglie velocity ratio: λ(2v)/λ(v) = 1/2
Bragg anchor: d(n=1, θ=π/6) = λ
SANS extremes: Q(θ=0)=0; Q(θ=π)=4π/λ
Maxwell-Boltzmann thermal-neutron speed distribution; Schwartz-distribution
1/v law absorption cross-section sigma(v) = sigma_0 v_0/v; Riemann-integrable
Neutron-diffusion length L^2 = D/Sigma_a; vector-field flux
Theorem: v_p^2 - 2 k T/m = 0 (Maxwell-Boltzmann most-probable-speed identity)
Theorem: sigma(v) v - sigma_0 v_0 = 0 (1/v-law product invariance)
Theorem: L^2 Sigma_a - D = 0 (neutron-diffusion-length identity)
Neutron (Chadwick 1932)
Fermi pile (CP-1 1942)
Ultracold neutrons (UCN)
Neutron EDM
Neutron lifetime
Neutron scattering (Nobel 1994)
Neutron (Chadwick 1932)
Neutron scattering (Shull-Brockhouse 1994)
UCN (Fermi 1934)
Neutron lifetime (Wietfeldt-Greene 2011)
Fission (Meitner-Frisch 1939)
Breit-Wigner (1936)
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