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Advances in physics theories and applications

Superposed Coherent and Two Laser Light Beams

Habtamu Dagnaw Mekonnen

Published Jan 1, 2018• 0 citations
OpenAlex

Abstract

In this paper, we have studied the squeezing and statistical properties of superposed three light beams. In order to carry out the analysis, we have obtained the superposition density operator along with the Q-functions, we have calculated the mean photon number, the photon number variance and the quadrature variance for the superposed three light beams. It has been found that the mean photon number and quadrature variances of the superposed three light beams are the sum of the mean photon numbers and quadrature variances of the separate light beams, respectively. The quadrature squeezing of the superposed three light beams is the average quadrature squeezing of the three light beams. In addition, the mean photon number and quadrature squeezing of the superposed three light beams increase with linear gain coefficient. Keywords: Superposed, Squeezing, Density operator.

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Advances in physics theories and applications•Jan 1, 2018•1 citation
In this paper, we have studied the squeezing and statistical properties of superposed three light beams. In order to carry out the analysis, we have obtained the superposition density operator along with the Q-functions, we have calculated the mean photon number, the photon number variance and the quadrature variance for the superposed three light beams. It has been found that the mean photon number and quadrature variances of the superposed three light beams are the sum of the mean photon numbers and quadrature variances of the separate light beams, respectively. The quadrature squeezing of the superposed three light beams is the average quadrature squeezing of the three light beams. In addition, the mean photon number and quadrature squeezing of the superposed three light beams increase with linear gain coefficient. Keywords: Superposed, Squeezing, Density operator.
The aim of this paper is to analyze the squeezing and statistical properties of superposed output coherent and squeezed laser light beams. In order to carry out the analysis, we have obtained the superposition density operator along with the Q functions, we have calculated the mean photon number, the photon number variance and the quadrature variances for the superposed output light beams. It has been found that the mean photon number and quadrature variances of the superposed output light beams are the sum of the mean photon number and quadrature variances of the separate light beams, respectively. In addition, the mean photon number and quadrature squeezing of the superposed output light beams increase with linear gain coefficient. Keywords: Superposed, Squeezing, Density operator, Coherent light, Photon statistics. DOI : 10.7176/APTA/77-03 Publication date :May 31 st 2019
The squeezing, and statistical properties of a superposed light beam produced by a lambda type three-level lasers configuration have been studied. We have determined the quadrature variances mean as well as variance photon number for cavity modes with the aid of the solutions of c-number Langevin equations associated with the normal order. We have carried out our analysis a light in a squeezing state can be produced by the system under consideration under the condition that the cavity decay constant is larger than the linear gain coefficient and the squeezing occurs in the minus-quadrature. Furthermore, we also obtain with the aid of the Q-functions and the density operator the superposition beam, and superposed light beams are determined in quadrature variance and mean photon number. The result shows that the mean photon number and the quadrature variance of the superposed light beam are the sum of the mean photon number and the quadrature variance of the constituent light beams.
We first calculate the mean photon number and quadrature variance of superposed coherent and squeezed light, following a procedure of analysis based on combining the Hamiltonians and using the usual definition for the quadrature variance of superposed light beams. This procedure of analysis leads to physically unjustifiable mean photon number of the coherent light and quadrature variance of the superposed light. We then determine both of these properties employing a procedure of analysis based on superposing the Q functions and applying a slightly modified definition for the quadrature variance of a pair of superposed light beams. We find the expected mean photon number of the coherent light and the quadrature variance of the superposed light. Moreover, the quadrature squeezing of the superposed output light turns out to be equal to that of the superposed cavity light.
In this article, we have analyzed the squeezing and statistical properties of the light generated by the superposition of second harmonic light and degenerate three level squeezed laser beams. We have found that the mean photon number of the superposed light beams to be the sum of the mean photon number of that of the constituent light beams. However, the photon number variance of the superposed light beams does not happen to be the sum of the photon number variances of the separate light beams. On the other hand, the quadrature variance of the superposed light beams is the sum of the individual light beams. Furthermore, we have observed that the degree of squeezing for the superposed light beams is the average of the segregate light beams and the degree of squeezing is approximately 53.95% below the coherent state level. Even though, we have verified that the superposition of subharmonic and second harmonic light with injected degenerate three-level laser beams he haves squeezing, we do not show continuous variable entanglement. But, the absence of the laser beam in the superposition state give rise entangled photons.
We study the statistical and squeezing properties of the cavity light produced by a degenerate three-level laser with the use of the solution of the pertinent quantum Langevin equation. Moreover, applying the density operator to the cavity radiation superposition, we investigated the quantum properties of the superposed cavity light beams generated by a pair of degenerate three-level lasers. Superposing the cavity radiation increases the mean and the variance of the photon number without affecting the quadrature squeezing. It is observed that the degree of squeezing of the separate cavity radiation, as well as the superposed cavity radiation, increases with the rate at which the atoms are injected into the cavity. We have also shown that the mean photon number of the superposed cavity radiation is the sum of the mean photon numbers of the individual cavity radiation. However, the variance of the photon number of the superposed cavity radiation turns out to be four times that of the component cavity radiation.
The squeezing and statistical properties of a pair of superposed non-degenerate three-level lasers coupled to a squeezed vacuum reservoir could be analyzed with the help of the density operator for a pair of superposed twomode laser light.We have determined the quadrature variances of the cavity modes.The results show that the light produced by the system under consideration is in squeezed state.According to our work, the quadrature squeezing for a pair of superposed laser light beams is found to be the average of the quadrature squeezing of the separate lasers.The presence of squeezed vacuum reservoir enhances the quadrature squeezing significantly.