On such timescales, transients in the macroscopic concentrations of fast species have decayed, a quasi-steady-state is achieved and by the deterministic QSSA, we know that the fast-species concentrations can be expressed in terms of those of the slow-species concentrations.
Many studies indicate that consistencies in time can benefit visual and attentional performance [25], but this has not been shown to occur on the timescale of transient attention.
The experiments have been simulated and the shape and timescale of the transient have been shown to depend on the nature and rate of the chemical reaction.
Whilst, given the absence of detailed longitudinal data, it is impossible to precisely define the timescale of the transient impact of any intervention, our results suggest that these timescales will be in the order of many years to decades.
The transient timescales are broadly divided into "short" duration transients, which have fuel delivery timescales shorter than the characteristic instability decay or onset timescales, and "long" duration transients, which have fuel delivery timescales longer than the characteristic instability decay or onset timescales.
The statistical treatment of excitation transport across a molecular network mimicking the FMO light-harvesting complex shows the potential of quantum coherence to enhance transport, on transient timescales.
To our knowledge, the use of a combined sustained/transient design has not been previously used to induce positive affect and the validity of the manipulation is relatively unknown; thus, further investigation will need to clarify the extent to which such a design can effectively induce positive affect on both sustained and transient timescales.
Consequently, the long timescale "hump" in transients observed upon mixing other B12-enzymes with deuterated substrates (or vice versa) is likely to arise from reversibility in the H-transfer from substrate to 5′-deoxyadenosyl radical, rather than from multiple turnovers of the enzyme.
Therefore to generate reliable and extensive data on the influence of fault arcing on power networks, electromagnetic transient (EMT) timescale simulations of the grid are required at circuit level, together with a commensurate circuit model of the arc itself.
Analyzing the dynamics of the CLV3/WUS circuitry at a shorter timescale required rapid and transient perturbations of gene expression.
