The phrase "a measured system" is correct and usable in written English.
It can be used to describe a system that is carefully considered, balanced, or regulated in its operation or design.
Example: "The researchers developed a measured system to ensure that all variables were accounted for in the experiment."
Alternatives: "a calibrated system" or "a controlled system".
Consider again a measuring system (O) that has become entangled with a measured system (S ) during a measurement.
The starting point of this paradigm is the notion of a quantity algebra of a measured system and that of a measuring instrument, underlying the causal linkages in classical 'system + instrument' interactions.
In the rig, the flow rates and pressures of the gas and solid can be closely controlled by predefined control variables or by feedback from a measured system parameter.
This lifetime was measured on a FLIM system that had an excitation laser pulse width of less than 200 fs, and was acquired using a microchannel plate photomultiplier tube (Hammamatsu R3809U-52) thad had a measured system response function of <40 ps (FWHM; Fig. 1A).
For (measuring system, measured system), a combined input logical state of (zero, zero) is left unaffected with the output logical state (zero, zero), while a combined input logical state of (zero, one) becomes the output logical state (one, one).
The experimental data for all measured systems are finally compared with the corresponding literature data in the absence of the above mentioned cyclic compounds to identify their promotion effects.
The experimental data for all measured systems are finally compared with the corresponding literature data in the absence of cycloheptane or cyclooctane to study the hydrate promotion effects of the latter two chemicals.
It is shown that even if only a small subset of measured system input output functions is available, an appropriate analytical parameterization of these functions leads to simple relationships between the measured data and the desired embedded sensitivity functions.
In this context, he applied (1) and (2) to the general situation of a measured object system (I), a measuring instrument (II), and (the brain of) a human observer (III).
The key idea is to design an inverse system with measured system states such as angular positions, rates and accelerations.
In logical terms, he represented a measurement by the state of a measuring system becoming correlated to the state of the measured system.
