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The following steps are carried out during the determination of the sensor's new location: S1) The head sensor in each subset ({mathcal {S}}_{rho _{ell },t}) sends the predicted position estimate of target ρ ℓ, namely (hat {mathbf {p}}_{rho _{ell }}(t+1|t)), to all sensors in ({mathcal {S}}_{rho _{ell },t}).
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Determination of the specific sensor material surface was carried out by Brunauer-Emmett-Teller (BET) method.
The lowest limits of determination of the "lights-on" sensor strains for the metals tested in this study were (μg l-1): 0.002 of CH3HgCl, 0.03 of HgCl2, 1.8 of CdCl2, 33 of Pb NO3 2, 1626 of ZnSO4, 24 of CuSO4 and 340 of AgNO3.
In the design of actively controlled structures, the determination of the actuators and sensors location is a very important issue.
The two-point calibration consists in the determination of a sensor sensitivity S and of a background current Io by plotting two values of the sensor signal versus the concomitant blood glucose concentrations.
This paper is concerned with the determination of optimal sensor locations for structural vibration measurements.
Therefore, the determination of reference sensor positions is very important for reliable results.
Finally we compare the signal-to-noise ratio (SNR) and the level of determination of the response signal of the sensors for low amplitudes and low frequencies.
It is generally considered that the determination of the optimal placement of sensors and actuators together with the output feedback gains leads to a tradeoff between the regulation performance and the control effort.
Yet using magnetometers for attitude determination is not straightforward because of the sensor errors.
In relation with this, the determination of the actual location of the sensor nodes in a network is a very relevant problem which is addressed by the third paper in this group.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com