# What does de Broglie apply to?

Table of Contents

- 1 What does de Broglie apply to?
- 2 Is de Broglie equation applicable to all material particles?
- 3 Does de Broglie equation apply to protons?
- 4 Does de Broglie equation apply to photons?
- 5 Does de Broglie equation apply to neutrons?
- 6 Is De Broglie’s relation applicable to an electron?
- 7 What is the de Broglie principle?
- 8 What is de Broglie hypothesis?

## What does de Broglie apply to?

de Broglie Equation Definition Since then, the de Broglie equation has been shown to apply to elementary particles, neutral atoms, and molecules.

## Is de Broglie equation applicable to all material particles?

De Broglie equation has significance for any microscopic or submicroscopic particles.

**Which one is the mathematical expression of de Broglie equation?**

λ=hmv = hmomentum, where ‘h’ is the plank’s constant. This equation relating the momentum of a particle with its wavelength is the de-Broglie equation and the wavelength calculated using this relation is the de-Broglie wavelength.

**Which relation is correct for de Broglie equation?**

λ=ph=mvh The de Broglie relation implies that the wavelength of a particle should decrease as its velocity increases.

### Does de Broglie equation apply to protons?

Louis de Broglie developed a formula to relate this dual nature as a wave and as well as a particle. It can also be applied to other particles such as electrons and protons. This formula relates the wavelength to the momentum of a wave or particle.

### Does de Broglie equation apply to photons?

As photon is a constituent of electromagnetic radiation (light) we can understand that it has both particle and wave like properties (wave-particle duality). So finally, the answer which is the sole objective of a question is: Yes. De brogile wave can be applied to a photon.

**Is de Broglie’s relation applicable to an electron?**

No, it applies to all moving microscopic particles.

**Which expression represents de Broglie relation?**

λ=mvh

## Does de Broglie equation apply to neutrons?

Neutron diffraction was proposed in 1934, to exploit de Broglie’s hypothesis about the wave nature of matter. Use de Broglie’s equation λ = hp to calculate the momentum and energy of a neutron whose wavelength is comparable to atomic spacing, say 1.8 × 10 -10 m.

## Is De Broglie’s relation applicable to an electron?

**Do photons have de Broglie wavelength?**

Yes a photon has de Broglie wavelength.In 1924,Louis de Broglie proposed that a particle must also act like wave,in silmilar way,wave behave like particles.

**How do you find the de Broglie wavelength of a photon?**

de Broglie derived the above relationship as follows: 1) E = hν for a photon and λν = c for an electromagnetic wave. 2) E = mc2, means λ = h/mc, which is equivalent to λ = h/p. Note: m is the relativistic mass, and not the rest mass; since the rest mass of a photon is zero.

### What is the de Broglie principle?

According to de- Broglie principle the nature of an electron moving around the nucleus is like a wave that flows in circular orbits around the the nucleus. de- Broglie equation wavelength= h/p. h = Planck ‘s constant. p= momentum.

### What is de Broglie hypothesis?

De Broglie hypothesis says that all matter has both particle and wave nature. The wave nature of a particle is quantified by de Broglie wavelength defined as where is the momentum of the particle. This was called a hypothesis because there was no evidence for it when it was proposed,…

**What is the de Broglie wavelength?**

The de Broglie wavelength is the wavelength, \\(\\lambda\\), associated with a object and is related to its momentum and mass. In 1923, Louis de Broglie, a French physicist, proposed a hypothesis to explain the theory of the atomic structure. By using a series of substitution de Broglie hypothesizes particles to hold properties of waves.