Using de Broglie's equation, what is the wavelength (in meters) of an electron (mass = 9.109 x 10^-31 kg) moving at 8.85 x 10^7 m/s? For a proton (mass = 1.673 x 10-27 kg) moving with a velocity of 2.83 x 104 m/s, what is the d...
De Broglie Equation: The wave nature of the particle can be explained by the de broglie equation which relates the wavelength, mass and the speed of the particles. The de broglie equation can be expressed as follows: hmv=λ where h = plank's constant ...
The scientific study of matter's characteristics and behaviour is known as chemistry.andare different from the normal vocabulary. It is a branch of natural science that examines the building blocks of matter, including the atoms, molecules, and ions that make up compounds and their composition, s...
De Broglie, L.: Interpretation of quantum mechanicsby the double solution theory Annales de la Fondation Louis de Broglie, Volume 12,(4) (1987) Couder, Y., Fort, E., Gautier, C.-H., Boudaoud, A.: From Bouncing to Floating: Noncoalescence of Drops on a Fluid Bath. Phys. Rev. Lett...
Information Philosopher is dedicated to the new Information Philosophy, with explanations for Freedom, Values, and Knowledge.
What is the energy of a proton that has the same momentum as a 1 MeV photon? Describe how the Schrodinger equation and the Bohr Model descriptions of the ground state of the hydrogen atom differ. What is the magnitude of the orbital angular momentum for a hydrogen-like atom?
This is certainly intuitive and, in fact, we find that if we take the integral of the intensity equation above, we obtain a value that is proportional to the fourth power of the temperature. Specifically, the proportionality comes fromStefan’s lawand is determined by theStefan-Boltzmann consta...
A finite group is said to be a Frobenius group if there is a non-trivial subgroup of (known as the Frobenius complement of ) such that the conjugates of are “disjoint as possible” in the sense that whenever . This gives a decomposition where the Frobenius kernel of is defined as the...
Imagine that you measure the momentum of a particle accurately, such that ‘delta p’ is zero. To satisfy the equation above, the uncertainty in the position of the particle, ‘delta x’ must be infinite. From de Broglie’s equation, we know that a particle with a definite momentum has ...
The functional equation tells us that if is a non-trivial zero then so is ; also, we have the identity for all by (1), hence for all (except the pole at ) by meromorphic continuation. Thus if is a non-trivial zero then so is . We conclude that the set of non-trivial zeroes ...