Within the statistical analysis of such parameters distributions the objective criteria of differentiation of films of blood plasma taken from healthy and patients with liver cirrhosis were determined. The ensemble of informationally topical azimuthally stable Mueller-matrix invariants is determined. The model of Mueller-matrix description of mechanisms of optical anisotropy of such objects as optical activity, birefringence, as well as linear and circular dichroism is suggested.
K value isopropanol depriester chart software#
In the end, we briefly presents the hardware and software solutions of our model, some characteristics and a first image obtained in visible domain.Ī new information optical technique of diagnostics of the structure of polycrystalline films of blood plasma is proposed. The paper has an extended section dedicated to the CS theory and single pixel camera architecture.
We reconsidered this concept in view of THz application and, at present, we have an experimental model for a THz camera. This solution is the single pixel camera with CS, a concept developed at Rice University that has materialized in several laboratory models and an IR camera released on the market in 2013. The CS can provide an efficient solution for THz imaging. In imaging applications, one of the problems is the sensing device: the THz detectors are slow and bulky and cannot be integrated in large arrays like the CCD. The THz radiation is nowadays of high interest due to its capability to emphasize the molecular structure of matter. By CS, a sparse signal can be perfectly recovered from a number of measurements, which is significantly lower than the number of periodic samples required by Sampling Theorem. And please make sure to include important information in the question body.The Compressive Sensing (CS) is an emergent theory that provides an alternative to Shannon/Nyquist Sampling Theorem. These numbers came from somewhere, it would have been nice if you'd provided the calculations. Or are they just showing there isn't VLE with that given property?Ĭould you give an example of where this was done? I have a hunch where you are going with Ok an example,we have mole fractions and temperature, and we want dew pressure, so we take two arbitrary pressures and calculate summation of y/k, which y=z because we are in dew point,and k earned by DePriester,so if we try this summation in 100psi we get 0.828 and if we try it in 150psi we get 1.174, and finally if we try 126psi we get 1 and thats the dew pressure,i wanna know about those 1.174 and 0.828,do they give us some physical signs about which regions are we in,by that pressure? = psi sum of y/kĭo the values for the pressures above and below the dew point pressure have a physical meaning?įor example, showing us that we are in two-phase, SH vapor or SC liquid region? If I wanted to calculate the dew point pressure at a given temperature and I take arbitrary pressures (including the dew point pressure) I get the following results. My question is about those values, are they showing some physical property? Now there are sometimes that we get some K's and using the summation of $y/k$ we get some quantities that are not 1, like 0.9 or 1.2. Using DePriester Chart and Given one of mole fractions ($z$), pressure and temperature we can acquire K-values for that properties and bubble and dew properties.
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