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Institution

United States Department of the Army

GovernmentArlington, Virginia, United States
About: United States Department of the Army is a government organization based out in Arlington, Virginia, United States. It is known for research contribution in the topics: Poison control & Population. The organization has 32668 authors who have published 42453 publications receiving 947075 citations. The organization is also known as: DA & U.S. Department of the Army.
Topics: Poison control, Population, Laser, Signal, Virus


Papers
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Journal ArticleDOI
TL;DR: In this paper, three different charging techniques (corona charging, tribocharging, and electrostatic fiber spinning) were used to charge fibers or fabrics of different polymer types.

343 citations

Journal ArticleDOI
01 Jun 2003-Appetite
TL;DR: The findings suggest that food involvement, as measured by the Food Involvement Scale, may be an important mediator to consider when undertaking research with food and food habits.

343 citations

Journal ArticleDOI
18 Mar 2016-Science
TL;DR: It is ascertained that a human survivor of the 1995 Kikwit Ebola virus disease outbreak maintained circulating antibodies against the Ebola virus surface glycoprotein for more than a decade after infection, suggesting that a simplified therapeutic strategy for human Ebola infection may be possible.
Abstract: Ebola virus disease in humans is highly lethal, with case fatality rates ranging from 25 to 90%. There is no licensed treatment or vaccine against the virus, underscoring the need for efficacious countermeasures. We ascertained that a human survivor of the 1995 Kikwit Ebola virus disease outbreak maintained circulating antibodies against the Ebola virus surface glycoprotein for more than a decade after infection. From this survivor we isolated monoclonal antibodies (mAbs) that neutralize recent and previous outbreak variants of Ebola virus and mediate antibody-dependent cell-mediated cytotoxicity in vitro. Strikingly, monotherapy with mAb114 protected macaques when given as late as 5 days after challenge. Treatment with a single human mAb suggests that a simplified therapeutic strategy for human Ebola infection may be possible.

343 citations

Journal ArticleDOI
TL;DR: In this paper, the need for a quantum-mechanical formalism for systems with dissipation, which is applicable to the radiation field of a cavity is discussed, and two methods that have been used in this connection are described.
Abstract: The need for a quantum-mechanical formalism for systems with dissipation which is applicable to the radiation field of a cavity is discussed. Two methods that have been used in this connection are described. The first, which starts with the classical Newtonian equation of motion for a damped oscillator and applies the conventional formal quantization techniques, leads to an exact solution; but subsequent discussion shows that this method is invalid, the results being unacceptable from a quantum-mechanical viewpoint. The second method, which considers the interaction of two systems, the lossless oscillator and the loss mechanism, is adopted in the present article. No special model is used for the loss mechanism, but this mechanism is assumed to have a large number of densely-spaced energy states.The approximations with respect to the loss mechanism that underlie the concept of dissipation are discussed. These approximations are then applied to the analysis, and a differential equation for a coordinate operator of the harmonic oscillator is obtained which has the formal appearance of the Newtonian equation of motion for a driven damped harmonic oscillator, the driving term being an operator referring to the loss mechanism. The presence of the driving term is responsible for the difference between the present theory and that of the first method mentioned above. A solution of the differential equation for the coordinate operator is given explicitly. An examination of the physical significance of the solution shows that the driving term is responsible not only for the thermal fluctuations which are due to the loss mechanism, but also for the proper commutation relationship of the conjugate coordinates of the oscillator and for its zero-point fluctuations.A generalization of the solution to provide for a classical driving force and coupled atomic systems is given. The results are then restated in a form that refers to the loss mechanism only through the two parameters by which it is usually described---the dissipation constant and the temperature.

338 citations

Journal ArticleDOI
TL;DR: There are several critical needs that the CRM training community must address beforeCRM training can have the desired impact on safety: a mandate, access to data, and resources.
Abstract: Objective: This review provides the state of crew resource management (CRM) training evaluations since the E. Salas, C. S. Burke, C. A. Bowers, and K. A. Wilson (2001) review and extends it to areas beyond aviation cockpits. Some critical evaluation needs in CRM training are also covered. Background: Because of the purported success of CRM training in aviation, other high-consequence domains have begun to implement CRM training for their workforces. However, the true impact of CRM training in aviation and these other domains has yet to be determined. Method: Using D. L. Kirkpatrick's (1976) framework for evaluating training (i.e., reactions, learning, behavior, and organizational impact), we reviewed 28 published accounts of CRM training to determine its effectiveness within aviation, medicine, offshore oil production and maintenance, shipping/maritime, and nuclear power domains. Results: Findings indicate that CRM training generally produced positive reactions from trainees; however, the impact of traini...

337 citations


Authors

Showing all 32680 results

NameH-indexPapersCitations
David L. Kaplan1771944146082
Russel J. Reiter1691646121010
Donald G. Truhlar1651518157965
Jie Liu131153168891
Martin A. Green127106976807
William J. Kraemer12375554774
Steven J. Jacobsen12366262716
Roger H Unger12149348035
Thomas C. Quinn12082765881
John B. Holcomb12073353760
Stephen Mann12066955008
Bette T. Korber11739249526
Thomas G. Ksiazek11339846108
John R. Anderson11253884725
Stanley I. Rapoport10769645793
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20232
202229
2021914
2020960
2019964
2018911