999 resultados para INFINITE PERIOD BIFURCATION


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Dans cette thèse, nous étudions la period room présentée dans le musée d’art. À travers un examen de sa spécificité matérielle, spatiale et temporelle, nous analysons les mécanismes propres à cette stratégie de mise en exposition et nous identifions ses principales conditions de possibilité. Ce faisant, nous étudions les différents savoirs qui sont sollicités par la period room, leurs interactions ainsi que l’apport réciproque de cette stratégie de mise en exposition à la construction de ces savoirs et ce, de manière à établir les fondements d’une épistémologie de la period room. Nous montrons ainsi quelle est sa contribution particulière à l’élaboration et à la médiation de l’histoire dans l’espace muséal. Grâce à cette étude, nous posons des assises conceptuelles qui permettent de repenser le rôle de la period room pour la discipline de l’histoire de l’art, déjouant par le fait même les apories de l’historicisme et de l’authenticité en vertu desquelles la period room est le plus souvent discréditée. Nous procédons par études de cas à partir d’un corpus principalement composé de period rooms ayant pour référents des intérieurs français de la seconde moitié du 18ième siècle et qui sont présentées dans des musées d’art américains (Frick Collection, Metropolitan Museum of Art, Philadelphia Museum of Art) et dans un musée canadien d’histoire naturelle et culturelle (Royal Ontario Museum). Dans la première partie de la thèse, nous établissons la typologie muséographique de la period room et nous envisageons les enjeux, notamment idéologiques, associés à la question de son « authenticité » à travers une analyse de son double statut de pastiche et de simulacre. Nous posons en outre l’un des fondements théoriques de notre étude en montrant que, parce qu’elle est formée de l’articulation entre pouvoirs et savoirs, la period room est un dispositif au sens où l’entendent Michel Foucault (1977) et Giorgio Agamben (2007). Dans la seconde partie, nous examinons la spécificité matérielle de la period room en démontrant comment elle est simultanément une réunion d’objets et un « tout », c’est-à-dire un objet muséographique en elle-même. Nous étudions les implications épistémologiques de cette idée pour la représentation de l’histoire proposée au moyen de la period room, tout en portant une attention particulière aux enjeux politiques qui informent cette représentation dans l’espace muséal. Dans la troisième partie, nous nous concentrons sur les particularités spatiales et temporelles de cette stratégie de mise en exposition et nous démontrons que, en dépit de son apparente unité de lieu et de temps, la period room est composée de plusieurs espaces et concentre plusieurs temps. En puisant dans la spécificité même de ce dispositif, nous élaborons des outils théoriques et méthodologiques inédits qui contribuent à repenser la fonction de la period room pour la mise en forme et la transmission de l’histoire. En conclusion, nous présentons une dernière étude de cas qui, examinant l’intervention de Valerie Hegarty dans trois period rooms du Brooklyn Museum (2013), synthétise les principaux enjeux traités dans la thèse et défend la valeur d’actualité de la period room.

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Metallic glass alloy Metglas 2826 MB based amorphous magnetic thin films were fabricated by the thermal evaporation technique. Transmission electron micrographs and electron diffraction pattern showed the amorphous nature of the films. Composition of the films was analyzed employing x-ray photoelectron spectroscopy and energy dispersive x-ray spectroscopy techniques. The film was integrated to a long period fibre grating. It was observed that the resonance wavelength of the fibre grating decreased with an increase in the magnetic field. Change in the resonance wavelength was minimal at higher magnetic fields. Field dependent magnetostriction values revealed the potential application of these films in magnetostrictive sensor devices

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In this thesis we have presented some aspects of the nonlinear dynamics of Nd:YAG lasers including synchronization, Hopf bifurcation, chaos control and delay induced multistability.We have chosen diode pumped Nd:YAG laser with intracavity KTP crystal operating with two mode and three mode output as our model system.Different types of orientation for the laser cavity modes were considered to carry out the studies. For laser operating with two mode output we have chosen the modes as having parallel polarization and perpendicular polarization. For laser having three mode output, we have chosen them as two modes polarized parallel to each other while the third mode polarized orthogonal to them.

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The present study was an attempt to analyze systematically the techniques of monetary control measures with its relevance and changing importance and to find out their effectiveness in the Indian context especially to achieve the thriving objectives of price stability and economic growth.There is definite and remarkable economic impact of monetary policy on Indian economy in the post-reform period. The importance of monetary policy has been increasing year after year. Its role is very relevant in attaining monetary objectives, especially in managing price stability and achieving economic growth. Along that, the use and importance of monetary weapons like Bank rate, CRR, SLR, Repo rate and Reverse Rate have increased over the years. Repo and Reverse Repo rates are the most frequently used monetary techniques in recent years. The rates are varied mainly for curtailing inflation and absorb the excess liquidity and hence to maintain price stability in the economy. Thus, this short-time objective of price stability is more successful on Indian economy rather than other long-term objectives of development.Monetary policy rules can be active or passive. The passive rule is to keep the money supply constant, which is reminiscent of Milton Friedman’s money growth rule. The second, called a price stabilization rule, is to change the money supply in response to changes in aggregate supply or demand to keep the price level constant. The idea of an active rule is to keep the price level and hence inflation in check. In India, this rule dominates our monetary policy. A stable growth is healthy growth.

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We propose and demonstrate a new technique for evanescent wave chemical sensing by writing long period gratings in a bare multimode plastic clad silica fiber. The sensing length of the present sensor is only 10 mm, but is as sensitive as a conventional unclad evanescent wave sensor having about 100 mm sensing length. The minimum measurable concentration of the sensor reported here is 10 nmol/l and the operating range is more than 4 orders of magnitude. Moreover, the detection is carried out in two independent detection configurations viz., bright field detection scheme that detects the core-mode power and dark field detection scheme that detects the cladding mode power. The use of such a double detection scheme definitely enhances the reliability and accuracy of the results. Furthermore, the cladding of the present fiber need not be removed as done in conventional evanescent wave fiber sensors.

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Dynamics of Nd:YAG laser with intracavity KTP crystal operating in two parallel polarized modes is investigated analytically and numerically. System equilibrium points were found out and the stability of each of them was checked using Routh–Hurwitz criteria and also by calculating the eigen values of the Jacobian. It is found that the system possesses three equilibrium points for (Ij, Gj), where j = 1, 2. One of these equilibrium points undergoes Hopf bifurcation in output dynamics as the control parameter is increased. The other two remain unstable throughout the entire region of the parameter space. Our numerical analysis of the Hopf bifurcation phenomena is found to be in good agreement with the analytical results. Nature of energy transfer between the two modes is also studied numerically.

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The effect of coupling on two high frequency modulated semiconductor lasers is numerically studied. The phase diagrams and bifurcatio.n diagrams are drawn. As the coupling constant is increased the system goes from chaotic to periodic behavior through a reverse period doubling sequence. The Lyapunov exponent is calculated to characterize chaotic and periodic regions.

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We present the analytical investigations on a logistic map with a discontinuity at the centre. An explanation for the bifurcation phenomenon in discontinuous systems is presented. We establish that whenever the elements of an n-cycle (n > 1) approach the discontinuities of the nth iterate of the map, a bifurcation other than the usual period-doubling one takes place. The periods of the cycles decrease in an arithmetic progression, as the control parameter is varied. The system also shows the presence of multiple attractors. Our results are verified by numerical experiments as well.

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We study the period-doubling bifurcations to chaos in a logistic map with a nonlinearly modulated parameter and show that the bifurcation structure is modified significantly. Using the renormalisation method due to Derrida et al. we establish the universal behaviour of the system at the onset of chaos.

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We report the experimental observation of subcritical Hopf bifurcation and the existence of non-oscillating “windows” in the dynamics of a Ne-Nd hollow cathode discharge current as the control parameter.