A Brief Analysis of the Mass-Energy Relation
... made, on the basis of a number of physical theories, which were still under construction, with regard to the exact nature of the newly discovered electron and the dynamical aspects of its shape and mass. The first quantitative prediction was computed in 1899, by H. Lorentz on the basis of his modifi ...
... made, on the basis of a number of physical theories, which were still under construction, with regard to the exact nature of the newly discovered electron and the dynamical aspects of its shape and mass. The first quantitative prediction was computed in 1899, by H. Lorentz on the basis of his modifi ...
Quantum walk as a generalized measuring device
... at position x = 1 and E − Ek+1 at position x = −1. After the step 3(b) the element at position x = 2 is a cos2 θk+1 |ψk+1 ihψk+1 |, which corresponds to Ek+1 if a cos2 θk+1 = ak+1 . In general the range of ak+1 can be 0 ≤ ak+1 ≤ amax , where amax arises from the nonnegativity constraint E − amax |ψk ...
... at position x = 1 and E − Ek+1 at position x = −1. After the step 3(b) the element at position x = 2 is a cos2 θk+1 |ψk+1 ihψk+1 |, which corresponds to Ek+1 if a cos2 θk+1 = ak+1 . In general the range of ak+1 can be 0 ≤ ak+1 ≤ amax , where amax arises from the nonnegativity constraint E − amax |ψk ...
Circuit Quantum Electrodynamics with Transmon Qubits in
... being such an admirable person, a strong ghter and hopefully one day a good friend. I want to thank my Masters colleagues Hodei Eneriz and Ander Tobalina for the good times shared through this crazy year, ghting side by side in every battle. I would also like to thank Mr. Miguel Ángel Simon for be ...
... being such an admirable person, a strong ghter and hopefully one day a good friend. I want to thank my Masters colleagues Hodei Eneriz and Ander Tobalina for the good times shared through this crazy year, ghting side by side in every battle. I would also like to thank Mr. Miguel Ángel Simon for be ...
Superconducting Circuits and Quantum Computation
... and/or charge states are analogous to the quantized internal levels of an atom. This SQC-atom analogy can be extended to the quantum optical effects associated with atoms, such as electromagnetically induced transparency (EIT). The three-level Λ-system for our S-EIT system (Fig.1a) is a standard ene ...
... and/or charge states are analogous to the quantized internal levels of an atom. This SQC-atom analogy can be extended to the quantum optical effects associated with atoms, such as electromagnetically induced transparency (EIT). The three-level Λ-system for our S-EIT system (Fig.1a) is a standard ene ...
Derivation of the Equation E=mc2-v3
... , the work-energy theorem and on Newton's second law of motion. This derivation can be found in most books dealing with special relativity and on the web [3]. It is worthy to remark that I derived Einstein's equation without using the above law. So I have also proved that this law, along with the ot ...
... , the work-energy theorem and on Newton's second law of motion. This derivation can be found in most books dealing with special relativity and on the web [3]. It is worthy to remark that I derived Einstein's equation without using the above law. So I have also proved that this law, along with the ot ...
NON-LOCAL THEORIES OF CONTINUUM MECHANICS
... Nonlocality is a manifestation of the atomic and molecular interactions in matter. In certain cases it is important to take into account the nonlocal intermolecular interactions, both in time and space. Stated otherwise, it is assumed that the state of a body at a certain location and at a certain ...
... Nonlocality is a manifestation of the atomic and molecular interactions in matter. In certain cases it is important to take into account the nonlocal intermolecular interactions, both in time and space. Stated otherwise, it is assumed that the state of a body at a certain location and at a certain ...
Dispersion relation of the nonlinear Klein
... In such a regime perturbation theory cannot be applied, since the perturbative series do not converge. Such a problem was studied in Ref. 1, where nonperturbative formulas for the dispersion relations of the traveling wave in the Klein-Gordon and the Sine-Gordon equations were derived. The formulas ...
... In such a regime perturbation theory cannot be applied, since the perturbative series do not converge. Such a problem was studied in Ref. 1, where nonperturbative formulas for the dispersion relations of the traveling wave in the Klein-Gordon and the Sine-Gordon equations were derived. The formulas ...
The Matter Glitch
... Physics discovered that anti-matter was possible in some accelerator collisions but has never really explained it. In the standard model, matter and anti-matter are symmetric, so while in our universe negative electrons orbit positive atomic nuclei, in an anti-universe positive electrons would orbit ...
... Physics discovered that anti-matter was possible in some accelerator collisions but has never really explained it. In the standard model, matter and anti-matter are symmetric, so while in our universe negative electrons orbit positive atomic nuclei, in an anti-universe positive electrons would orbit ...
The Matter Glitch
... Physics discovered that anti-matter was possible in some accelerator collisions but has never really explained it. In the standard model, matter and anti-matter are symmetric, so while in our universe negative electrons orbit positive atomic nuclei, in an anti-universe positive electrons would orbit ...
... Physics discovered that anti-matter was possible in some accelerator collisions but has never really explained it. In the standard model, matter and anti-matter are symmetric, so while in our universe negative electrons orbit positive atomic nuclei, in an anti-universe positive electrons would orbit ...