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Mass formula
About: Mass formula is a research topic. Over the lifetime, 1248 publications have been published within this topic receiving 22043 citations.
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TL;DR: In this article, the modified Schrodinger equation (MSE) for the particles with mass = mass of the human neuron is obtained and solved, and it is shown that for mass of order of human neuron mass the transition quantum → classical behavior can occur.
Abstract: In this paper the modified Schrodinger equation (MSE) for the particles with mass = mass of the human neuron is obtained and solved. Considering that neuron mass is of the order of Planck mass it was shown that for mass of the order of the human neuron mass the transition quantum → classical behavior can occurs. Moreover it was argued that the human brain can be described as the fluid of the Planck particles. It is interesting to observe that the Planck gas was created at the beginning of the Universe.
3 citations
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TL;DR: In this article, the authors analyzed bound states of colored particles and showed that they come in triplets also related by the discrete Fourier transform and gave 39 mass fits for 137 hadrons.
Abstract: Koide's mass formula relates the masses of the charged leptons. It is related to the discrete Fourier transform. We analyze bound states of colored particles and show that they come in triplets also related by the discrete Fourier transform. Mutually unbiased bases are used in quantum information theory to generalize the Heisenberg uncertainty principle to finite Hilbert spaces. The simplest complete set of mutually unbiased bases is that of 2 dimensional Hilbert space. This set is compactly described using the Pauli SU(2) spin matrices. We propose that the six mutually unbiased basis states be used to represent the six color states R, G, B, R-bar, G-bar, and B-bar. Interactions between the colors are defined by the transition amplitudes between the corresponding Pauli spin states. We solve this model and show that we obtain two different results depending on the Berry-Pancharatnam (topological) phase that, in turn, depends on whether the states involved are singlets or doublets under SU(2). A postdiction of the lepton masses is not convincing, so we apply the same method to hadron excitations and find that their discrete Fourier transforms follow similar mass relations. We give 39 mass fits for 137 hadrons.
3 citations
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TL;DR: A mass formula for all the Baryons and Mesons is proposed in this paper, which shows that about 63% of the errors are less than 1 % while in about 93 % of the cases errors were less than 2 %.
Abstract: A mass formula for all the Baryons and Mesons is proposed. A comparison with the actual masses shows that about 63 % of the errors are less than 1 % while in about 93 % of the cases errors are less than 2 %. In all cases the error is less than 3 % with the lone exception of omega (782) Meson in which case the error is 3.6 %.A rationale for the proposed mass formula is also touched upon.
3 citations
TL;DR: In this article, the heavy-ferraion mass spectra predicted by several previously suggested Lagrangians were investigated and results were given. (M.H.R., 2017)
Abstract: The heavy-ferraion mass spectra predicted by several Previously suggested Lagrangians were investigated and results are given. (M.H.R.)
3 citations
3 citations