Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Computer-based vibration analysis

Before computer-based systems were developed, a major limitation of vibration monitoring programs was the labor required to manage, store, retrieve, and analyze the massive amount of data generated. However, the computer-based systems in use today virtually eliminate this labor requirement. These systems automatically manage data and provide almost instant data retrieval for analysis. [Pg.699]

This is especially true in applications that use microprocessor/computer-based systems. These systems require a database that specifies the monitoring parameters, measurement routes, analysis parameters, and a variety of other information. This input is needed to acquire, trend, store, and report what is referred to as conditioned vibration data. [Pg.713]

The analysis of cometary data requires knowing the vibrational transition band strengths in the state of CN. Two very different values for the Einstein coefficient (A) of the fundamental 1-0 vibrational band have been reported one based on analysis of cometary data and the other from measurements in a King furnace.Using the CASSCF/MRCI dipole moment function, the computed /fjo value was in excellent agreement with the value measured in the King furnace. The small uncertainty in the computed value suggests that some of the assumptions in the model used to analyze the cometary data are in error. [Pg.135]

Tools for the predictive behavior of a design have developed from classical and numerical methods of the past to the current finite element analysis (FEA) utilized by today s engineers and chemists. FEA is a computer-based analytical tool used to perform stress, vibration, and thermal analysis of mechanical systems and structures. A set of simultaneous equations will represent the behavior of a system or structure under load. Because this is a very important tool, some time will be devoted to the discussion of it, but this is not meant to be a comprehensive study. [Pg.51]

The existence of Ru(CO)s and Os(CO)5 has been confirmed by their IR spectra in heptane solution. Both compounds seem to be trigonal-bipyramidai. In the M(CO)4 series (Tj), p(CO) decreases and p(MC) increases in going from Ni(CO)4 to [Co(CO)4j to [Fe(CO)4 . This result indicates that the M -> CO 7r-back-donation is increasing in the order Ni(0) < Co(--l) < Fe(—II). Highly reduced species such as Na4[M(CO)4) (M = Cr, Mo, and W of formal oxidation state, —IV) exhibit very low p(CO) (1530-1460 cm ). Edgell and co-workers " attributed the band at 413 cm of Li(Co(CO)4] in a THF solution to the vibrations of the alkali ions, which form ion pairs with [Co(C0)4]" For sodium and potassium salts, the corresponding bands are observed at 192 and 142 cm , respectively. Based on computer-aided curve analysis of IR spectra of Na[Co(CO)4] in the p CO) region, they also demonstrated that there are three kinds of ion sites in THF solution each of which exhibits different spectra. Their structures and p(CO) are shown in Fig. 111-39. [Pg.295]

However, for a large number of observed data points, repeated evaluations of the factor p(V 0, C) for different values of 0 becomes computationally prohibitive. It is obvious from Equation (4.9) that it requires the computation of the solution X of the algebraic equation F( )X = Y and the determinant of the x matrix F( ). This task is computationally very expensive for large N even though the former can be done efficiently by pre-conditioners [43,49,124]. Repeated evaluations of the likelihood function for thousands of times in the optimization process is computationally prohibitive for large N. Therefore, the exact Bayesian approach described above, based on direct use of the measured data V, becomes practically infeasible. In the next section, the model updating problem will be formulated with a nonsta-tionary response measurement. Standard random vibration analysis will be reviewed. Then, an approximated approach is introduced and it overcomes the computational obstacles and renders the problem practically feasible. [Pg.164]

Geoigantzinos, S. K. Anifantis, N. K. (2009). Vibration Analysis of Multi-Walled Carbonnanotubes Using a Spring-Mass Based Finite Element model. Comput. Mater. Sci., 47, 168-177. [Pg.267]

Computational spectrometry, which implies an interaction between quantum chemistry and analysis of molecular spectra to derive accurate information about molecular properties, is needed for the analysis of the pure rotational and vibration-rotational spectra of HeH in four isotopic variants to obtain precise values of equilibrium intemuclear distance and force coefficient. For this purpose, we have calculated the electronic energy, rotational and vibrational g factors, the electric dipolar moment, and adiabatic corrections for both He and H atomic centres for intemuclear distances over a large range 10 °m [0.3, 10]. Based on these results we have generated radial functions for atomic contributions for g g,... [Pg.319]

A promising recent development in the study of nitrenium ions has been the introduction of time-resolved vibrational spectroscopy for their characterization. These methods are based on pulsed laser photolysis. However, they employ either time resolved IR (TRIR) or time-resolved resonance Raman (TRRR) spectroscopy as the mode of detection. While these detection techniques are inherently less sensitive than UV-vis absorption, they provide more detailed and readily interpretable spectral information. In fact, it is possible to directly calculate these spectra using relatively fast and inexpensive DFT and MP2 methods. Thus, spectra derived from experiment can be used to validate (or falsify) various computational treatments of nitrenium ion stmctures and reactivity. In contrast, UV-vis spectra do not lend themselves to detailed structural analysis and, moreover, calculating these spectra from first principles is still expensive and highly approximate. [Pg.636]


See other pages where Computer-based vibration analysis is mentioned: [Pg.715]    [Pg.315]    [Pg.183]    [Pg.211]    [Pg.111]    [Pg.114]    [Pg.146]    [Pg.251]    [Pg.489]    [Pg.631]    [Pg.88]    [Pg.551]    [Pg.122]    [Pg.310]    [Pg.211]    [Pg.340]    [Pg.879]    [Pg.65]    [Pg.701]    [Pg.49]    [Pg.363]    [Pg.175]    [Pg.162]    [Pg.163]    [Pg.71]    [Pg.122]    [Pg.422]   


SEARCH



Analysis, computers

Computer-based

Vibration analysis

Vibrational analysis

© 2024 chempedia.info