# What is de Broglie’s theory?

What is de Broglie’s theory? The De Broglie hypothesis proposes that all matter exhibits wave-like properties and relates the observed wavelength of matter to its momentum. After Albert Einstein’s photon theory became accepted, the question became whether this was true only for light or whether material objects also exhibited wave-like behavior.

Who is Louis de Broglie How did he contribute to quantum theory? Louis de Broglie (In full:Louis-Victor-Pierre-Raymond, 7th duc de Broglie) was an eminent French physicist. He gained worldwide acclaim for his groundbreaking work on quantum theory. In his 1924 thesis, he discovered the wave nature of electrons and suggested that all matter have wave properties.

What is meant by de Broglie? de Broglie wave

noun. : the hypothetical wave train that in wave-mechanical theory corresponds to a moving elementary particle (as an electron or proton), moves with it, and gives the particle certain wave properties (as interference and diffraction)

What is the main point of the Broglie equation? The main point of de Broglie’s equation is that particles can behave like waves. Classical physics defined waves and particles as two separate physical phenomenons, but de Broglie proposed that matter could behave like waves and derived his equation based on that idea.

## What is de Broglie’s theory? – Additional Questions

### What is the limitation of de Broglie relationship?

The limitations of De Broglie’s equation are:

De Broglie’s equation is applicable only to moving microscopic particles. De Broglie’s equation is not applicable to large particles because of a large mass and small wavelengths. It is also called the wave nature of particles.

### What is quantum mechanics theory?

Quantum theory is the theoretical basis of modern physics that explains the nature and behavior of matter and energy on the atomic and subatomic level. The nature and behavior of matter and energy at that level is sometimes referred to as quantum physics and quantum mechanics.

### What does the wave function ψ represent *?

Wave Functions. A wave function (Ψ) is a mathematical function that relates the location of an electron at a given point in space (identified by x, y, and z coordinates) to the amplitude of its wave, which corresponds to its energy. Thus each wave function is associated with a particular energy E.

### What is the conclusion made by de Broglie write its mathematical relationship?

De Broglie concluded that most particles are too heavy to observe their wave properties. When the mass of an object is very small, however, the wave properties can be detected experimentally. De Broglie predicted that the mass of an electron was small enough to exhibit the properties of both particles and waves.

### How does de Broglie equation confirms the concept of atom?

de Broglie came up with an explanation for why the angular momentum might be quantized in the manner Bohr assumed it was. de Broglie realized that if you use the wavelength associated with the electron, and assume that an integral number of wavelengths must fit in the circumference of an orbit, you get the same

### How did Bohr’s atomic model explain de Broglie?

Explanation: In accordance with Bohr’s theory of the atom, electrons move in a circle with a constant angular momentum around the nucleus. De Broglie asserts that electrons have both a particle nature and a wave nature. If the electron’s route is circular, the wave’s nature should be that of a stationary wave.

### How is de Broglie’s model differ from Bohr’s model?

For what Bohr was forced to hypothesize as the rule for allowed orbits, de Broglie’s matter wave concept explains it as the condition for constructive interference of an electron in a circular orbit. Bohr’s model was only applicable to hydrogen-like atoms.

### How does de Broglie explain stability of orbits?

a De-Broglie suggested that non-radiation of energy by the electrons circling in a Bohr’s orbit can be explained on the basis on the basis of the formation of stationary waves by the electrons in circular motion in Bohr’s orbits.

### What is the de Broglie wavelength equation?

λ = h m v = h momentum : where ‘h’ is the Plank’s constant. This equation relating the momentum of a particle with its wavelength is de Broglie equation and the wavelength calculated using this relation is de Broglie wavelength.

### How does de Broglie explain stability of hydrogen atom?

If n is the principal quantum number of orbit, then an electron can revolve only in certain orbits or definite radii. These are called stable orbits. De Broglie explanation of stability of orbits: According to de Broglie, orbiting electron around the nucleus is associated with a stationary wave.

### What do you mean by wave nature of an electron?

They behave as a particle as well as wave. This means that an electron which has been regarded as a particle also behaves like a wave. Thus, according to de Broglie, all the material particles in motion possess wave characteristics.

### How the stability of electron in orbitals is accounted in Bohr’s model of atom?

Bohr’s model accounts for the stability of atoms because the electron cannot lose more energy than it has in the smallest orbit, the one with n = 1. The model also explains the Balmer formula for the spectral lines of hydrogen. The light energy is the difference in energies between the two orbits in the Bohr formula.

### Why does the Bohr Model not work for helium?

EXPLANATION: The Bohr model is applicable to hydrogenic atoms. It cannot be extended even to mere two-electron atoms such as helium. The analysis of atoms with more than one electron was attempted on the lines of Bohr’s model for hydrogenic atoms but did not meet with any success.

### What was one problem with the Bohr Model of the atom?

Problems with Bohr’s Model

The Bohr atomic model could not accurately describe larger atoms. The emission spectrum of atoms with more than one electron could not be explained. The atomic model could not explain the different line intensities in emission spectra.