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Plenarvorträge - DPG-Tagungen

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Tiefe Temperaturen Mittwoch<br />

which restricts the dynamics to a feasible number of the leading Fourier<br />

components. From a sequence of systematically improved dynamical approximations<br />

we estimate the location of the quantum critical point.<br />

TT 21.5 Mi 17:45 H18<br />

On the quantum critical point in Sr2Ru1−xTixO4 — •Ralph<br />

Werner 1 and Sam T. Carr 2 — 1 Institut f”ur Theorie der Kondensierten<br />

Materie, Universit”at Karlsruhe, 76128 Karlsruhe — 2 Condensed<br />

Matter Section, The Abdus Salam ICTP, Strada Costiera 11, 34014 Trieste,<br />

Italy<br />

Upon doping with 2.5% of Ti on the Ru site Sr2RuO4 develops incommensurate<br />

static magnetic order which has been attributed to the nesting<br />

of the bands that form the α and β Fermi surfaces [1]. We argue that a<br />

standard Stoner mechanism modeled by RPA is insufficient to describe<br />

the transition. Instead it is proposed that the quantum critical point is<br />

driven by a weak-coupling to strong-coupling crossover which in turn<br />

is modeled in a non-perturbative manner [2]. The expected dynamical<br />

magnetic response is calculated.<br />

[1] M. Braden et al., Phys. Rev. Lett. 88 (2002) 197002<br />

[2] R. Werner and V. J. Emery, Phys. Rev. B 67 (2003) 014504<br />

TT 22 Quantenkohärenz und Quanteninformationssysteme I<br />

Zeit: Mittwoch 14:30–17:15 Raum: H19<br />

TT 22.1 Mi 14:30 H19<br />

Coherent oscillations in a single electron spin — •Iulian Popa,<br />

Fedor Jelezko, Torsten Gaebel, Achim Gruber, Michael<br />

Domhan, and Jörg Wrachtrup — 3.Phys. Institut Universität<br />

Stuttgart 70563<br />

Rabi nutations of a single electron spin in a single defect center in diamond<br />

have been detected,at room temperature. The N-V defect center in<br />

diamond is a defect consisting of a substitutional nitrogen atom adjacent<br />

to a carbon-atom vacancy. The optical transition between 3A ground<br />

state and 3E excited state has a very high quantum efficiency allowing<br />

single defect spectroscopy. Because of paramagnetic nature of the ground<br />

electronic state, single N-V defects are believed to be promising candidates<br />

for the solid state quantum computation. The coherent evolution of<br />

the spin quantum state is followed via optical detection of the spin state.<br />

Coherence times up to several microseconds at room temperature have<br />

been measured. The influence of the optical excitation on the coherence<br />

time is analyzed.<br />

TT 22.2 Mi 14:45 H19<br />

Solid-state 2-qubit gate based on a single defect center in diamond<br />

— •Torsten Gaebel, Michael Domhan, Iulian Popa,<br />

Achim Gruber, Fedor Jelezko, and Jörg Wrachtrup — 3.<br />

Physikalisches Institut, Universität Stuttgart<br />

For spin-based quantum information processing, the readout and manipulation<br />

of the single spin states are of an outmost importance. Recently,<br />

single paramagnetic nitrogen vacancy (N-V)defects in diamond<br />

have been investigated by the optically detected magnetic resonance<br />

(ODMR)technique. Single spin ODMR approach is based on the optical<br />

selection of a single paramagnetic defect by confocal optical microscopy.<br />

Photon antibunching proves that ODMR signal is originating from the<br />

single quantum system.<br />

Pulsed ODMR experiments have been performed in order to demonstrate<br />

the ability of the coherent manipulation of single spin states.<br />

Coupling to the spin of a 13C nucleus provides a 2-qubit system, on<br />

which the conditional rotation gate (CROT) was performed.<br />

TT 22.3 Mi 15:00 H19<br />

Open systems dynamics in a spin star — •Daniel Burgarth 1 ,<br />

Heinz-Peter Breuer 1 , and Francesco Petruccione 1,2 —<br />

1 Physikalisches Institut, Universitaet Freiburg, Germany — 2 Istituto<br />

Italiano per gli Studi Filosofici, Naples, Italy<br />

The study of strongly coupled spin systems is important for various<br />

applications in quantum computation and quantum communication. The<br />

dynamics of a spin coupled to a spin bath is strongly influenced by dissipation<br />

and decoherence. Within the theory of open quantum systems<br />

the dynamics is described in terms of a master equation for the density<br />

matrix of the reduced spin degree of freedom.<br />

A very simple, exactly solvable spin star system will be discussed and<br />

the reduced non-Markovian dynamics of the spin will be derived using<br />

different strategies of approximation. Particular attention will be devoted<br />

to the comparison of the non-Markovian approximations obtained by the<br />

Nakajima-Zwanzig and by the time-convolutionless projection operator<br />

technique.<br />

TT 22.4 Mi 15:15 H19<br />

Quantum impurity approach to a two qubit problem — •Josef<br />

Schriefl 1,2 , Sebastien Camamet 2 , Pascal Degiovanni 2 , and<br />

Francois Delduc 2 — 1 Institut für theoretische Festkörperphysik,<br />

Universität Karlsruhe, 76128 Karlsruhe, Germany — 2 Laboratoire de<br />

Physique de l’Ecole Normale Supérieure de Lyon, UMR 5672, 69007<br />

Lyon, France<br />

We study the mutual influence of two qubits via a common environment.<br />

By mapping our model on a system with two Kondo type interactions<br />

we show its equivalence with the problem of a quantum wire<br />

coupled at its boundaries to two resonant levels. Using non perturbative<br />

techniques we obtain exact expressions for the equilibrium populations<br />

and correlation of the qubits at a special point of the interaction strength.<br />

The nontrivial behavior of both quantities can be explained within a simple<br />

Kondo cloud picture. Depending on control-parameters each qubit<br />

generates a Kondo cloud of a characteristic size in the environment. The<br />

conditions for a non-zero correlation are found to be not only spatial<br />

overlap of the clouds but also their action on the same environmental<br />

modes. Furthermore, perturbation calculations suggest that this picture<br />

is qualitatively valid nearby the exactly solvable point.<br />

TT 22.5 Mi 15:30 H19<br />

Quantum trajectory approach to the dynamics of spin qubits in<br />

quantum dots — •Holger Schaefers and Walter T. Strunz —<br />

Physikalisches Institut, Albert-Ludwigs-Universität Freiburg, Hermann-<br />

Herder-Str. 3, 79104 Freiburg, Germany<br />

We investigate continuous measurement of a single electron spin qubit<br />

in a quantum dot as described in [1]. The dot is coupled to two leads<br />

and we choose the sequential tunneling regime. Our approach is based<br />

on ‘quantum trajectories’, widely used in quantum optics, here adapted<br />

to describe conditional quantum dot dynamics in a fermionic environment.<br />

We use the quantum trajectory approach to simulate the quantum<br />

dynamics conditioned on the continuous measurement outcome, here the<br />

electron current through the dot. We simulate so called ‘shelving’ experiments<br />

and show that it is possible to measure directly the relaxation time<br />

T1, in the time domain. In a modified parameter regime the decoherence<br />

time T2 can be obtained as well. Further, using realistic parameters, we<br />

calculate counting statistics of electrons tunneling through the dot and<br />

show, that this device can be used to measure initial coherences of the<br />

qubit state.<br />

[1] H.-A. Engel, D. Loss, Phys. Rev. Lett. 86, 4648 (2001)<br />

TT 22.6 Mi 15:45 H19<br />

Dynamics of the spin-boson model with a structured environment<br />

— •Michael Thorwart 1 , Elisabetta Paladino 2 , and<br />

Milena Grifoni 3 — 1 Institut für Theoretische Physik IV, Heinrich-<br />

Heine-Universität Düsseldorf — 2 Dipartimento Metodologie Fisiche e<br />

Chimiche per L’ingegneria, Universitá di Catania, Italy — 3 Institut für<br />

Theoretische Physik, Universität Regensburg<br />

We investigate the dynamics of the spin-boson model when the spectral<br />

density of the bath shows a resonance at a characteristic frequency<br />

Ω but behaves Ohmically at small frequencies. A useful exact mapping<br />

of this system to a system composed of a quantum two-state system<br />

(TSS) coupled to an Ohmically damped harmonic oscillator (HO) with<br />

frequency Ω is invoked. The dynamics is calculated by employing the<br />

numerically exact quasiadiabatic path-integral technique. We find significant<br />

new properties compared to the Ohmic spin-boson model. By<br />

reducing the combined TSS+HO-system in the dressed states picture to<br />

a three-level system, we calculate analytically the dephasing rates for

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