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Theoretical studies
In all studies, the first step is to establish the scientific
frame of the problem. Semantic TS realizes bibliographic synthesis,
feasibility studies and theoretical developments of physical problems
related to the following domains:
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Feasibility studies and Bibliographic
synthesis
 | Bibliographic
synthesis of inversion methods in acoustic tomography |
 | Bibliographic
synthesis of random processes in underwater medium |
 | Operational
bibliography on the effects of hydrometeors on the electromagnetic and
infrared systems (French Navy product) Abstract |
 | Study
of the chaos in acoustical propagation in North East Atlantic - Setting of
determination criterion Paper |
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Theoretical approach and modeling of physical
problems especially acoustic and electromagnetism propagation and with taking
into account random physical parameters
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Numerical resolution of equations and computer
implementation
 | Numerical
resolution of the parabolic equations obtained for the first statistical
moments of the sound field in underwater random medium PhD |
 | Study
of reliability area of underwater rays model in a range dependent ocean.
PhD |
 | Analysis
of non local boundary conditions in a standard parabolic equation (PE)
model of electromagnetism propagation Abstract |
 | Terrain
radar PE model Abstract |
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Telemetry,
Acoustic tomography, Positioning system, Tracking system
 | Improvement
of radiated noise measurements systems from ranges (Cap Ferrat, Brusc), and from
submarines |
 | Study
of theoretical evaluation of vertical array performances in ocean
acoustic tomography with a random propagation model |
 | Development
of a tracking system ALHAMBRA |
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Due to their own education (PhD
and Postgraduate Degree), Semantic TS' employees have the required
experience for research. Furthermore, this scientific knowledge is often upgraded by researching
and consulting the scientific press (IEEE, JASA, Radio Science, Proceedings, ...), by publishing papers (cf. papers).
At last, Semantic TS is used to work in collaboration with the laboratory of applied
mathematics, MNC Modélisation Numérique et Couplage, of the
University of Toulon - France.
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