Dipole momentum of the electrons

In summary, the conversation discusses the repulsive nature of same charges and the attractive nature of opposite charges. The concept of magnetic dipole-dipole force is also introduced, which can be either repulsive or attractive depending on orientation. At very close distances, the magnetic force may dominate over the electric force, but quantum mechanics must be used to accurately describe this phenomenon.
  • #1
yyouth24
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We know that same charges repel and opposite attract them selfs. So if the electrons have dipole magnetic momentum, how will they repel, if they get closer with their opposite poles of the dipoles? Thank you.
 
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  • #2
In Classical EM, the Coulomb force between two electrons is repulsive and F_c~1/r^2.
The magnetic dipole-dipole force can be repulsive or attractive,depending on their orientation, and F_m~1/r^4. This means that at close enough distances
(less than about 10^-10 cm) the magnetic attraction could be larger.
However, at such a short distance, quantum mechanics has to be used.
It is true that at very high energies, where the electrons can come close together, the magnetic force dominates over the electric force.
 
  • #3


The concept of dipole momentum in electrons refers to the alignment of their magnetic moments in a specific direction. This alignment occurs due to the movement of electrons around the nucleus of an atom. The repulsion between same charges and attraction between opposite charges is a fundamental principle in physics, known as Coulomb's Law. However, in the case of dipole momentum, the repulsion or attraction between electrons is not solely based on their charges, but also on the orientation of their magnetic moments.

When two electrons with dipole magnetic moments get closer, their magnetic moments may align in opposite directions, resulting in a repulsive force. This is because the electrons are like tiny magnets, and when their opposite poles are brought close together, they will repel each other, similar to how two bar magnets would repel each other when their opposite poles are brought together.

On the other hand, if the electrons' magnetic moments align in the same direction, they will experience an attractive force. This is because the electrons' magnetic fields will reinforce each other, creating a stronger magnetic field that pulls the electrons towards each other.

In summary, the dipole momentum of electrons can cause both repulsion and attraction, depending on the orientation of their magnetic moments. This phenomenon is crucial in understanding the behavior of atoms and molecules and plays a significant role in various scientific fields, including chemistry and materials science.
 

1. What is dipole momentum?

Dipole momentum refers to the measure of the separation and orientation of positive and negative charges within a molecule or atom. It is essentially a measure of the polarity of a system.

2. How is dipole momentum calculated?

Dipole momentum is calculated by multiplying the distance between the two charges by the magnitude of the charges and then taking the product of these two values. This results in a vector quantity with units of coulomb-meters (C*m).

3. What factors affect the dipole momentum of electrons?

The dipole momentum of electrons is affected by the distance between the charges, the magnitude of the charges, and the orientation of the charges relative to each other. It is also influenced by the electron distribution within the system and the presence of any external electric fields.

4. Why is dipole momentum important in chemistry and physics?

Dipole momentum is important in chemistry and physics because it plays a crucial role in determining the physical and chemical properties of molecules and atoms. It influences intermolecular forces, solubility, and reactivity of substances. Additionally, it is also involved in various electrical and magnetic phenomena.

5. How does dipole momentum contribute to the overall polarity of a molecule?

The dipole momentum of electrons contributes to the overall polarity of a molecule by determining the strength and direction of the electric field within the molecule. A higher dipole momentum indicates a more polar molecule, while a lower dipole momentum results in a less polar molecule.

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