Sentence examples for for an instantaneous from inspiring English sources

This function represents the transfer response function for an instantaneous Dirac δ-function input.

This new model employed the resistance-in-series theory, along with partial pore wetting, and a chemical enhancement factor for an instantaneous reversible reaction.

A critical time constant for exponential heating is identified such that the strength of the wave is equivalent to that for an instantaneous step in wall temperature.

A combined physical and chemical nonequilibrium (PCNE) model was developed for an instantaneous release similar to that developed by Leij and Bradford (2009) for a pulse release.

A complete microextraction system was constructed and characterized including a T-junction (T-mixer) for slug flow generation, HCTDs as residence time units (RTUs), and a continuously working in-line phase splitter for an instantaneous phase separation.

Assuming that the effects of strain thinning and surface mass balance on the ice thickness evolution remain unchanged, the difference in accumulative thinning using either 1998 or 2014 melt rates gives the melt induced ice mass loss of the glacier for an instantaneous and sustained ocean warming.

For a instantaneous channel state information (CSI) which is known at the receiver, the capacity region of the M-user MAC can be written as following [23]: ∑ i ∈ S R i < I ( X S ; Y | X S c, H = H ) for all S ⊆ { 1, 2, ⋯, M } (1).

The most significant difference between the response onset of the LIF and the QIF model is the lack of an instantaneous component for the QIF response.

The resulting weighting-function model for short-lived transients is used to develop a simple formula predicting values of unsteady skin friction coefficients suitable for an instantaneous-acceleration model of unsteady skin friction in fully rough pipe flows.

For (i), an instantaneous average risk function λ uv t, Z = Z ¯ for each of the three transitions was simulated.

For (i), an instantaneous average risk function λ uv t, Z = Z ¯ for each of the three transitions was simulated: either a constant risk using an exponential density function (1), a monotone risk using a Weibull density function (2) or an increasing then decreasing risk using a loglogistic density function (3).