# How do you determine the size of an electron?

## How do you determine the size of an electron?

It is concluded that the diameter of the electron is comparable in magnitude with the wave-length of the shortest γ-rays. Using the best available values for the wave-length and the scattering by matter of hard X-rays and γ-rays, the radius of the electron is estimated as about 2 × 10−10 cm.

**Is electron bigger than photon?**

A photon is in shape like a thin stick if its energy is lower than the rest energy of an electron and like a plate if its radius is smaller than the classical radius of an electron. For a photon of hν=13.6 eV, the photon radius is 34.9 pm and is less than the Bohr radius.

### Do electrons have different sizes?

Mass of electron is 9×10^-31. But it has no size . Because, in the vision of quantum mechanics, electron is considered as a point particle with no volume and its size is also unclear.

**How big is an electron Picometer?**

Electron Radius (classical) to Picometer Conversion Table

Electron Radius (classical) | Picometer [pm] |
---|---|

0.1 Electron radius (classical) | 0.0002817941 pm |

1 Electron radius (classical) | 0.0028179409 pm |

2 Electron radius (classical) | 0.0056358818 pm |

3 Electron radius (classical) | 0.0084538228 pm |

## Do electrons have a diameter?

Chicago: World Book. “The diameter of an electron is less than 1/1000 the diameter of a proton. A proton has a diameter of approximately 1/25,000,000,000,000 inch (0.000000000001 mm).” Electrons are considered to be fundamental units of matter (they are not made up of smaller units).

**What is the size of a electron?**

The upper bound of the electron radius of 10−18 meters can be derived using the uncertainty relation in energy. There is also a physical constant called the “classical electron radius”, with the much larger value of 2.8179×10−15 m, greater than the radius of the proton.

### Do photons have diameter?

The 1985–89 Hunter-Wadlinger electromagnetic theory of the photon predicted that the photon is a soliton-wave with the shape and size of a circular ellipsoid of length λ the wavelength), with a diameter of λ / π.

**Why do electrons have no mass?**

tl;dr Electrons are fundamental particles and therefore have no volume. Interaction with the Higgs field (Higgs boson) gives the electron an attribute identical to mass (said another way, the Higgs field gives the electron its mass). Our common conception is that something has mass because it is made of stuff.

## Do electrons determine the atom’s size?

electrons determine the atom’s size. With electrons on the surface, atoms repel one another when they come too close. Thus, electrons determine the space that an atom occupies. The mass number of an atom is 15, and its atomic number is 7.

**What has mass but no size?**

Point mass (pointlike mass) is the concept, for example in classical physics, of a physical object (typically matter) that has nonzero mass, and yet explicitly and specifically is (or is being thought of or modeled as) infinitesimal (infinitely small) in its volume or linear dimensions.

### What is the upper limit of the size of the electron?

A limit on the electron radius can be determined from data on electron scattering where one looks for additional, form factor-like dependence of cross sections on the scale (e.g. Q^2). Since no such effects have been observed, the present limit from HERA is of the order of 10^ {-18 } m. The same regards quarks. See e.g. Phys.Lett.B 591 (2004) 23

**How big is the classical radius of an electron?**

Equating those two expressions for the energy, gives an estimate for that is called the “classical radius of the electron”: So that’s our first estimate for the intrinsic electron size: about m. This classical radius, by the way, works out to be about the same size as the typical size of an atomic nucleus.

## How big is an electron compared to an atom?

In the balanced state that is an atom, and are about the same, which means that . Solve for , and you get that the electron size is about equal to the Bohr radius, which numerically works out to about 1 Angstrom, or m.

**How big is the wavefunction of an electron?**

The size of the electron wavefunction is the electron size.” This opinion essentially amounts to telling someone that they need to stop trying to think about a quantum electron as a physical object that you could hold in your hand like a baseball if only it was enlarged times.