Phase transitions and the internal noise structure of nonlinear Schr\"odi nger equation solitons

We predict phase-transitions in the quantum noise characteristics of systems described by the quantum nonlinear Schr\"odinger equation, showing them to be related to the solitonic field transition at half the fundamental soliton amplitude. These phase-transitions are robust with respect to Raman noise and scattering losses. We also describe the rich internal quantum noise structure of the solitonic fields in the vicinity of the phase-transition. For optical coherent quantum solitons, this leads to the prediction that eliminating the peak side-band noise due to the electronic nonlinearity of silica fiber by spectral filtering leads to the optimal photon-number noise reduction of a fundamental soliton.Comment: 10 pages, 5 figure

The Mechanism Of Hydrotrope Action Of A Dicarboxylic Acid

The mechanism of the hydro trope action of a dicarboxylic acid Mono soap was investigated by determination of the change in order parameter of the amphiphile in a lamellar liquid crystal. The results showed addition of the hydro trope considerably to reduce the order while addition of a surfactant had no effect. © 1986

Quantum limits to center-of-mass measurements

We discuss the issue of measuring the mean position (center-of-mass) of a group of bosonic or fermionic quantum particles, including particle number fluctuations. We introduce a standard quantum limit for these measurements at ultra-low temperatures, and discuss this limit in the context of both photons and ultra-cold atoms. In the case of fermions, we present evidence that the Pauli exclusion principle has a strongly beneficial effect, giving rise to a 1/N scaling in the position standard-deviation -- as opposed to a $1/\sqrt{N}$ scaling for bosons. The difference between the actual mean-position fluctuation and this limit is evidence for quantum wave-packet spreading in the center-of-mass. This macroscopic quantum effect cannot be readily observed for non-interacting particles, due to classical pulse broadening. For this reason, we also study the evolution of photonic and matter-wave solitons, where classical dispersion is suppressed. In the photonic case, we show that the intrinsic quantum diffusion of the mean position can contribute significantly to uncertainties in soliton pulse arrival times. We also discuss ways in which the relatively long lifetimes of attractive bosons in matter-wave solitons may be used to demonstrate quantum interference between massive objects composed of thousands of particles.Comment: 12 pages, 6 figures. Submitted to PRA. Revised to include more references as well as a discussion of fermionic center-of-mas

Soliton back-action evading measurement using spectral filtering

We report on a back-action evading (BAE) measurement of the photon number of fiber optical solitons operating in the quantum regime. We employ a novel detection scheme based on spectral filtering of colliding optical solitons. The measurements of the BAE criteria demonstrate significant quantum state preparation and transfer of the input signal to the signal and probe outputs exiting the apparatus, displaying the quantum-nondemolition (QND) behavior of the experiment.Comment: 5 pages, 5 figure

A Snapshot of How Entry-Level Occupational Therapy Programs Collect and Use Doctoral Capstone Outcomes

Entry-level occupational therapy doctorate (OTD) programs are required to gather program evaluation data regarding the doctoral capstone for accreditation purposes. This study aims to describe the processes used by a sample of OTD programs to gather doctoral capstone outcome data and to determine the type of data collected in order to understand the perspectives regarding doctoral capstone outcomes by doctoral capstone coordinators (DCCs) within the United States. The investigators used purposeful sampling to recruit DCCs at accredited entry-level OTD programs in the United States. The most common outcome data collected included information about the doctoral capstone experience from students, student performance outcomes, employment and scholarship outcomes from alumni and employers, and various outcomes from site/expert/faculty mentors. Results highlight the need to disseminate doctoral capstone outcomes as few participants in this study used the data they were collecting outside of their program. By sharing and reporting outcomes of the doctoral capstone, OTD programs, and the profession can collectively benefit. Development of common outcomes, collected across programs, can help to provide data large enough to draw meaningful conclusions regarding the value of the doctoral capstone in occupational therapy education and in strengthening the knowledge of the profession among the public