The charge/mass ratio for an alpha particle is 4.82245111 x 107 C/kg.
Charge of alpha particle = 2e = 2 x 1.602176487×10−19 C = 3.20435297 ×10−19 C
Mass of alpha particle = 6.64465620×10−27 kg
The alpha particle has a charge of +2e, where e is the elementary charge of a proton. This means the alpha particle has a positive charge of twice the charge of a single proton.
The electric charge of an alpha particle is positive. An alpha particle is a helium nucleus (which being a nucleus has a positive charge)
251Cf --> 247Cm + 4He 247Cm --> 243Pu + 4He 243Pu --> 243Am + e- 243Am --> 239Np + 4He 239Np --> 239Pu + e- 239Pu --> 235U + 4He 235U --> 231Th + 4He 231Th --> 231Pa + e- 231Pa --> 227Ac + 4He 227Ac --> 223Fr + 4He, 227Th + e- 223Fr --> 219At + 4He, 223Ra + e- 227Th --> 223Ra + 4He 219At --> 215Bi + 4He, 219Rn + e- 223Ra --> 219Rn + 4He 215Bi --> 215Po + e- 219Rn --> 215Po + 4He 215Po --> 211Pb + 4He 211Pb --> 211Bi + e- 211Bi --> 207Tl + 4He, 211Po + e- 207Tl --> 207Pb + e- 211Po --> 207Pb + 4He 207Pb: stable
An alpha particle is essentially a 4He nucleus, 2 protons and 2 neutrons, one of the most stable configurations of protons and neutrons possible. So if an atom spits out 2 protons and 2 neutrons in an alpha particle, it must lose 2 protons and 2 neutrons from its own particle count. If you consider that the mass number is just the sum of protons and neutrons, then you can see that the mass number will simply decrease by 4. However what's really interesting is that in general, the mass (not mass number) of the atom decreases by just a little more than the mass of 2 protons and 2 neutrons. That missing mass goes into the famous E=mc2 equation to be the energy with which the alpha particle leaves (also some energy will be in the recoil of the nucleus emitting it, but for heavy atoms usually this is fairly small.)
232Th --> 228Ra + 4He 228Ra --> 228Ac + e- 228Ac --> 228Th + e- 228Th --> 224Ra + 4He 224Ra --> 220Rn + 4He 220Rn --> 216Po + 4He 216Po --> 212Pb + 4He 212Pb --> 212Bi + e- 212Bi --> 208Tl + 4He, 212Po + e- 208Tl --> 208Pb + e- 212Po --> 208Pb + 4He 208Pb, stable Other isotopes of Thorium undergo beta decay, but they are not naturally occurring.
The charge of an alpha particle is 2+ and the symbol is α2+.
The alpha particle has a charge of +2e, where e is the elementary charge of a proton. This means the alpha particle has a positive charge of twice the charge of a single proton.
The electric charge of an alpha particle is positive. An alpha particle is a helium nucleus (which being a nucleus has a positive charge)
e- is the symbol for an electron, aka a beta particle. It has a unit negative charge.
To balance the nuclear equation, a beta particle (negatron) must be included. The balanced equation would be 220/88 Ra -> 4/2 He (alpha particle) + 212/86 Rn + 2 -1 e.
The nuclear equation for the alpha decay of 242Pu is: ^24294Pu -> ^23892U + ^4He2 This equation shows that the nucleus of 242Pu decays into a nucleus of 238U and an alpha particle, which is a helium-4 nucleus.
There are a number of radioactive isotopes of copper, choosing 66Cu as on that undergoes negative beta decay, the equation is: 2966Cu --> 3066Zn + -10e Where e represents the beta particle, which can also be viewed as an electron.
The notations used to represent an alpha particle are either "a," "α^2+," or "He^2+." Alpha particles only have two protons and two neurons, making them essentially the same as helium nuclei, hence "He^2+."
226 Ra 88 ---> 225 Ac 89 +W boson W boson ---> e- + neutron
Because its mass and charge are constant.
Alpha Phi Alpha
Alpha Phi Alpha