Sentence examples for function of location and time from inspiring English sources
Using a compartmentalised diffusion model with a source-gel-sink (So-G-Si) assembly, we created gradients of reporter proteins (mRFP1-tagged) and a transcription factor (TF, myogenic master regulator MyoD) and showed that GET can be used to deliver molecules into cells spatio-temporally by monitoring intracellular transduction and gene expression programming as a function of location and time.
CSEOF analysis clearly reveals subway passenger variability as a function of location and time of the week.
To overcome this problem, and to capture weak, and yet potentially important, energy releases, we introduce coherency function where the coherency of individual traces are monitored as a function of location and time.
In gadopentetic acid (Gd-DTPA -based DCE-MRI, contrast aGd-DTPA -baseded i.v. and siGd-DTPA -basednt is measured as a function of location and time.
The buffer had a variable saturation as a function of its location and time.
The rate was titrated to maintain ETCO2 at 38 42 mmHg (NICO2; Novametrix Medical Systems Inc .. To collect accurate brain temperature data as a function of anatomical location and time, seven temperature probes were placed in the brain.
Pore pressure and temperature are functions of both location and time in reservoirs.
The differential equations are solved simultaneously to obtain the partial vapor pressures of the oxidant and oxides as a function of the spatial location and time.
It is directly related to the basic functions of location, time service, and velocity measurement as well as to the key performance indexes of positioning accuracy, compatibility, interoperability, security, anti-interference ability, and so on.
Assuming that the epicentral location of the earthquake used to obtain the station-specific corrections Δt k is correct, we can use the coherency function to estimate the epicentral location and time of the mainshock.
The β value in Eq. (4) can depend on location or time such that β z) is a function of location z = (x, y) or time z = t.
