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Elmir Dermendjiev

Publications and source records attributed to Elmir Dermendjiev.

5 recordsLinked to original sources

A new method of measurement of the velocities of solar neutrinos

A new method of measurement of the velocities of solar electron antineutrinos is proposed. The method is based on the assumption, that if the neutrino detector having a shape of a pipe and providing a proper angular resolution, is directed onto the optical "image" of the sun, then it would detect solar neutrinos with velocities $V_{\widetildeν_{e}}$ $=c$. Here c is the velocity of light. It is expected that the less is the value of $V_{\widetilde ν_{e}}$, the larger would be the angular lagging of the "image" of these neutrinos relative to the position of the optical "image" of the sun. Therefore, one can detect solar neutrinos with different energies by changing the angle between the axis of a detector pipe and the direction to the "image" of the sun. Also, the method gives unique possibility to check hypotheses predicting an existence of solar neutrinos with $V_{\widetildeν_{e}}>c$. In this case the "image" of such solar neutrinos on the sky should pass the "image" of the sun.

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A short remark on the velocities of neutrinos

An attempt is made to estimate the velocity $V_ν$ of electron antineutrino by using a theory of nuclear reactions \cite{1}. To estimate it, the experimental values of absorption cross sections $\mathbfσ% _{a}(\widetildeν_{e})$ and $\mathbfσ_{a}(n)$ for electron antineutrinos and neutrons by nuclei are compared. Based on the approach proposed below, one could assume that the maximum velocity at weak interactions $c_{w}>c,$ which is inconsistent with the theory of relativity (TR)

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Quantum tunneling and the principle of relativity

It is shown that the results of Buttiker and Landauer on the traversal time of quantum tunneling through a potential barrier are in agreement with the principle of relativity. Also, they are consistent with the data on the life-time of nuclear particles that decay in flight. PACS number: 03.30, Special Relativity

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