Chapter 33 Flashcards
Isotope
Different number of neutrons, same number of protons
Isotones
Same number of neutrons, different number of protons
Isobars
Same mass but different numbers of neutrons and protons
Atomic mass unit
1/12 of the mass of a C12 atom
Value of one meV is
The energy of one atomic mass unit, 931.5
Nucleon
Particle of the atomic nucleus, neutron or proton
Formula for radius of a nucleus
r=1.2fm * number of nucleons
All nuclei have the same density, T/F
True
Forces in a nuclei
Coulomb force (repulsion b/w protons)
Strong force/Nuclear force (attraction between protons and neutrons)
Weak force (acts between nuclei but doesn’t play role in binding)
Gravitational
Weird thing about strong force
Repulsive if nucleons get close enough, attractive before that point over another short range. Prevents nucleus from collapsing
Binding energy
Energy needed to separate nucleus into components
Calculate Binding Energy
BE= mass componentsc^2-mass nucleic^2
Can also do it per nucleon
Why is a binding energy curve the way it is
At small # of nucleons, not a lot of forces happening, but it increases the more nucleons you add. Past a certain point its too big for forces other than coulomb to act on all the molecules, so it starts binding less tightly again
Why can’t you just add neutrons forever
above a certain amount of neutrons they just turn into protons because magic?
alpha particle made of
Helium nucleus
Positron is the
antiparticle of an electron. Same mass different charge
Exponential decay law
N=N0 *e ^-lambda t
Decay rate equation and units
R(t) = lambda N(t) or R(t) = R0 *e^ -lambda t Units are becquerels (Bq) 1 Bq= 1 decay/s
Q value of a reaction
gain or loss of kinetic energy (used as bond energy) in the reaction
Q= Mi - Mf *c^2
Things conserved in a nuclear reaction
Charge Momentum Angular momentum Nucleons NOT MASS