Vacuum interference operators in superposition of trajectories?5 answersVacuum interference operators play a crucial role in the superposition of trajectories in quantum systems. By allowing delocalization of particle charge, precise particle trajectories are accounted for, with the charge density derived from a complex-valued physical field. This charge density is equated with the particle's charge, ensuring conservation and coherence in the system. Furthermore, quantum interference in stochastic processes can lead to the creation of quantum superpositions representing statistical futures, enabling comparisons between different trajectories via interference. This interference of quantum states showcases the potential for quantum devices to simulate complex systems with reduced memory requirements, highlighting the quantum advantage in stochastic simulations.
How to treat time in relational quantum mechanics ?5 answersIn relational quantum mechanics, the treatment of time involves capturing the full classical dynamics of the system and allowing for evolution parametrized by an internal clock. This approach is proposed as a solution to the problem of time in systems with a single global Hamiltonian constraint. Conventional gauge theory methods are deemed inappropriate for capturing the full classical dynamics, and a new strategy is proposed to consistently quantize systems with a relational notion of time. This methodology retains the ordering of events required to describe classical evolution and constitutes a natural approach for describing dynamical evolution in quantum gravity. The proposal involves a minimal temporal structure that allows for the description of quantum gravity in a manner analogous to the Dirac quantization of unimodular gravity.
How long is the coherence time of the superconducting qubits?5 answersThe coherence time of superconducting qubits varies across the different papers. One paper reports a coherence time of 1.48±0.13 ms for a fluxonium qubit, which exceeds the state of the art for transmons by an order of magnitude. Another paper describes a qubit encoded in a superconducting cavity with a coherence time of 34 ms, an improvement of over an order of magnitude compared to previous demonstrations. A third paper discusses tunable flux qubits with echo dephasing times reaching 4 μs, almost an order of magnitude longer than state of the art for tunable flux qubits. Finally, a fourth paper mentions ultra-coherent superconducting transmon qubits with lifetimes exceeding 0.4 ms.
How does the stretching method compare to Coda Wave Interferometry?5 answersThe stretching method is a technique used in Coda Wave Interferometry (CWI) to quantify waveform variations in seismic signals. It involves measuring the stretching ratios of coda waves, which are formed due to multiple scattering behaviors during wave propagation in heterogeneous materials. The stretching method has been shown to be effective in detecting stress changes in concrete structures. In comparison, CWI is a high-resolution technique that tracks small changes in a diffusive medium by analyzing the time correlation of seismic waveforms. It has been used to monitor the evolution of fault zones and deep reservoirs. Both the stretching method and CWI have been validated through numerical simulations and experimental studies. The stretching method is efficient and provides accurate results, while CWI offers a broader range of applications in various materials and environments.
Where can i get superimposition?2 answersSuperimposition can be obtained through various methods and technologies. One approach is the use of CBCT scans for orthodontic analysis, where linear measurements are taken on the axial section of the scans before superimposition. However, the accuracy of linear measurements alone is found to be weak, and it is not recommended as the sole method for analysis. Another method involves generating a video display with superimposed images, derived from systems for detecting non-visual signals such as ultrasonic or eddycurrent inspection devices or backscatter detectors of penetrating radiation. Accurate registration of the superimposed images is achieved by using a moveable probe, a point source of light or radiation, and a memory system. Additionally, distributed synchronous program superimposition can be achieved by sending a digital video data stream with superimposition data to a remote entity, which then superimposes digital images to create a superimposed image stream.
How do I restart my Mattermost server?5 answers