The ratio of neutrons to protons in stable atomic nuclei ranges from about 1 to 1 at the lower end of the scale of atomic numbers to about 1.6 to 1 at the upper end. This band of stabilitymight also be called the stability belt, stability band, or stability zone, depending on the text being consulted. In general, any ratio that falls outside the band will represent an unstable nucleus, and that atom will be a radionuclide, and be radioactive, and will decay in time. Links can be found below.
It varies depending on the isotope. In protium, the main isotope of hydrogen, there are no neutrons at all so the ratio is 0. All other isotopes have a nonzero ratio. In fact all the others have a ratio of 1 or more, except for helium-3 (its ratio is 1/2). For lower atomic numbers the ratio is often 1 (one neutron per proton) - this is true for the main isotopes of elements 2 (helium), 6 (carbon), 7 (nitrogen), 8 (oxygen) and 10 (neon). Others have just one more neutron than proton - elements 3, 4, 5, 9 and 11. As you increase the atomic number the ratio gradually increases. The last stable isotope is lead-208. Its ratio is just over 1.5.
The electrons, protons and neutrons take up almost no room at all in the atom. The apparent volume is taken up by the probability density distribution of the electrons in each of the s, p, d, and f orbitals.
A proton has about 1836 times the mass of an electron.
Atoms are neutral, so the ratio must be ONE to ONE, '+' values are equal to '-' values
I suppose that you think to isotopic composition of a chemical element.
Ratio of what? Their masses?
Mass ratio proton (neutron)/electron: 1 836
The ratio of a proton's rest mass to an electron's rest mass is 1836.15267247:1. For more information, follow the link below.
The proton will have greater acceleration. This is because the proton has a higher charge to mass ratio than the alpha particle. The proton has a +1 charge, as you know, and the alpha particle has a +2 charge because it has 2 protons in it. But the alpha particle also has a pair of neutrons fuesed to those 2 protons, so it has a 2 to 4 charge to mass ratio. The proton, with its 1 to 1 ratio of charge to mass, will have a greater acceleration in the same electric field.
Neutron/Proton Ratio
Proton Mass, m = 1.67x10-27 kg Proton Charge, q = 1.6x10-19 C m/q = 1.04x10-8 kg C-1
calculate the ratio between proton&electron
The ratio between radius of proton to the radius of electron is just 0.3
Mass ratio proton (neutron)/electron: 1 836
Mass ratio proton (neutron)/electron: 1 836
Mass ratio proton (neutron)/electron: 1 836
Because proton and nelutron present in nucleus with charges positive and negative while neutron have no charge and proton and electron have same in numbers and the ratio have between electron and is zero. For.eg magnesium have 12 atomic number and proton and are also 12 in magnesium there ratio is 1:1
Compared to the (charge/mass) ratio of the electron:-- The (charge/mass) ratio of the proton is much smaller; although the proton charge is equal to the electron charge, the proton mass is much larger, by a factor of more than 1,800.-- The (charge/mass) ratio of the neutron is zero, because the neutron charge is zero.
Dunno, but the ratio of the mass of a proton to the mass of what prople think of as being an electron is approx 1980. I'd check that if I were you though. Probably OK to +- 5%.
By sheer size, I would assume MUCH larger. But through weight, the proton is much heavier compared to an electron. On any element, the atomic number is the weight of the nuetrons and protons. The weight of electrons is so small and insignificant, it is usual not looked on at the highschool level. And has no effect on the molar mass.
The mass of a proton and neutron are pretty close. So the ratio will be roughly 1 to 1 (or 1:1). The neutron is heavier and if memory serves it is exactly the mass of an electron heavier than a proton. Note it takes around 1820 electron to equal the mass of one proton.
Mass ratio proton (neutron)/electron: 1 836
The proton mass is about 2,000 times greater than the electron mass.