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Initial state reconstruction

Recently the same problem has been reanalyzed by Dicus et al. [86], and indeed they confirmed that the survival probability deviates from exponential at long times. This model and its variants have been applied to study the effect of a distant detector (by adding an absorptive potential) [87], anomalous decay from a flat initial state [44], resonant state expansions [3], initial state reconstruction (ISR) [58], or the relevance of the non-Hermitian Hamiltonian concept (associated with a projector formalism for internal and external regions of space) in potential scattering [88]. In Ref. [88] the model was extended to a chain of delta functions to study overlapping resonances. [Pg.496]

J.G. Muga, F. Delgado, A. del Campo, G. Garcta-Calderon, Role of initial state reconstruction in short- and long-time deviations from exponential decay, Phys. Rev. A 73... [Pg.531]

Fig. II. Edge of the helix 540 (a) initial state and, (b) reconstructed form of the edge the edge contains a square, heptagon, pentagons and hexagons. Fig. II. Edge of the helix 540 (a) initial state and, (b) reconstructed form of the edge the edge contains a square, heptagon, pentagons and hexagons.
Fig. 3 Demonstration of initial state before FM reconstruction setting all non-obtained data values to zero, effectively using a discrete Fourier transformation (DFT) with the same sampling schedules as in Fig. 2a. The residual between reconstructed and reference here describe the combined point spread function from the four signals... Fig. 3 Demonstration of initial state before FM reconstruction setting all non-obtained data values to zero, effectively using a discrete Fourier transformation (DFT) with the same sampling schedules as in Fig. 2a. The residual between reconstructed and reference here describe the combined point spread function from the four signals...
Figure 7.13 Plot of Breathing mode of the probability density I (x,t)p, along the internal region of the quadruple barrier system when the initial state is placed on the central well. One sees that the internal dynamics consists of a quasi-periodical processes involving spatial oscillations leading to the reconstruction of the initial state. At each oscillation there is a leakage through the ends of the open system. Figure 7.13 Plot of Breathing mode of the probability density I (x,t)p, along the internal region of the quadruple barrier system when the initial state is placed on the central well. One sees that the internal dynamics consists of a quasi-periodical processes involving spatial oscillations leading to the reconstruction of the initial state. At each oscillation there is a leakage through the ends of the open system.
We start the next section with a discussion of self repair of the catalytic site after reaction to restore it to its initial state when the reaction cycle has been completed. Self repair in a catalytic system is the lowest level of self organization. It is an intrinsic property of a catalytic system and occurs locally at each catalytic site. In the two sections that follow we will introduce the general features of self organization, that result from collective cooperative effects, due to the interaction of catalytic reaction cycles of reactant molecules occuring at different catalytic centers. The example chosen is CO oxidation on a reconstructing Pt surface. It will appear that fundamental studies in computer science and the cellular automata have contributed in an essential way to understanding such phenomena. [Pg.337]

Fig. 5.2-27 Comparison of experimental results [obtained by KRIPES for the empty states (dots) and by ARUPS for the initial states triangles)) with the theoretical calculations of Fig. 5.2-26. Notice the splitting of the state near Y(X ) probably due to the 2x1 reconstruction [2.40,41]... Fig. 5.2-27 Comparison of experimental results [obtained by KRIPES for the empty states (dots) and by ARUPS for the initial states triangles)) with the theoretical calculations of Fig. 5.2-26. Notice the splitting of the state near Y(X ) probably due to the 2x1 reconstruction [2.40,41]...
PEP-Il promises to provide the required luminosity, initially 3 X10 cm 2s i ultimately lO, with asymmetric T(4S) production at a / 7 of 0.56 (9 GeV electrons on 3.1 GeV pos trons). The experimental challenge is thus to provide high efficiency, high resolution exclusive-state reconstruction in a situation new to the e e world a center-of-mass in motion in the laboratory. The boost is not extreme at PEP-II, 90° in the center-of-mass is at 65° in the laboratory. Nonetheless, this boost poses novel challenges for the detector, which are not easily met. [Pg.214]

Fig. 6.15 Error correction of quantum gates. After the erroneous gate an appropriate measurement is perfomed to determine if an error has taken place or not and the initial state I in) is reconstructed if neccessary. Fig. 6.15 Error correction of quantum gates. After the erroneous gate an appropriate measurement is perfomed to determine if an error has taken place or not and the initial state I in) is reconstructed if neccessary.
When an electrode potential that is initially settled at the rest potential is shifted to the anodic direction, the electrode system begins to move to a new equilibrium state. The resultant reconstruction of the double layer induces dielectric relaxation, which yields a new potential difference, maintaining electrostatic equilibrium. [Pg.251]

Figure 2.1 Real-time photoemission study (hv = 6.2 eV) of the interaction of oxygen (Po2 = 10- Torr) with a nickel surface at 300 K. The photocurrent decreases initially (A B), then recovers (B-C), before finally decreasing (CD). Surface reconstruction occurs (B-C) with further support from studies of the work function. The work function measured by the capacitor method15 increases by 1.5 eV with oxygen exposure at 80 K followed by a rapid decrease on warming to 295 K and an increase on further oxygen exposure at 295 K. These observations suggest that three different oxygen states are involved in the formation of the chemisorbed overlayer. (Reproduced from Refs. 15, 42). Figure 2.1 Real-time photoemission study (hv = 6.2 eV) of the interaction of oxygen (Po2 = 10- Torr) with a nickel surface at 300 K. The photocurrent decreases initially (A B), then recovers (B-C), before finally decreasing (CD). Surface reconstruction occurs (B-C) with further support from studies of the work function. The work function measured by the capacitor method15 increases by 1.5 eV with oxygen exposure at 80 K followed by a rapid decrease on warming to 295 K and an increase on further oxygen exposure at 295 K. These observations suggest that three different oxygen states are involved in the formation of the chemisorbed overlayer. (Reproduced from Refs. 15, 42).
This initial process finishes with the participation of manganese-containing system connected with proteins of reaction center PS-2. Structural reconstruction can take place in manganese cluster (two-nucleus or four-nucleus) under the action of radiation [8, 9] from univalent state (4.9369 eV - this is similar to initial values of Mg PE-parameter) to bivalent (9.9414 eV) and further - to quadrivalent state (17.518 eV). [Pg.98]


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See also in sourсe #XX -- [ Pg.498 , Pg.501 , Pg.509 ]




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Initial state

Reconstructed state

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