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Spectrum analyzer

The classical function of a spectrum analyzer is to measure the power (or amplitude) of a signal at a number of discrete points, or in discrete frequency bands, within a defined frequency range. Normally, the frequency bands are linearly or, more commonly, logarithmically spaced within the spectrum of interest. A very simple method to accomplish this goal is to apply the unknown signal to a parallel array of filters. [Pg.152]

There is a basic trade-off between parallel- and swept-filter spectrum analyzers. The parallel-filter analyzer is fast but has limited resolution and is expensive. The swept-filter analyzer can be cheaper and have higher resolution, but the measurement takes longer (especially at high resolution). Furthermore, since the swept-filter analyzer does not observe all frequencies simultaneously, it cannot be used to analyze transient events. [Pg.154]

A disadvantage common to both classes of spectrum analyzer discussed so far is that they do not measure absolute amplitudes accurately, and they do not measure phase at all. Although this last limitation can be circumvented by the use of KK transformations (see Section 3.1.2.9), these instruments generally are poor choices for linear circuit (ac impedance) analysis. [Pg.154]

Another kind of analyzer has been developed which offers the best features of parallel- and swept-filter spectrum analyzers. So-called dynamic signal analyzers use analog-to-digital conversion followed by frequency-to-time-domain transformation, usually using hard-wired computational machines, to mimic the function of a parallel-filter analyzer with hundreds of filters, and yet are cost-competitive with swept-filter analyzers. In addition, dynamic spectrum analyzers are capable of measuring amplitude and phase accurately these are basically time domain instruments, and their function will be discussed in Section 3.1.4. [Pg.154]


The next level of complexity looks at the kinetic energy of turbulence. There are several models that are used to study the fluid mechanics, such as the K model. One can also put the velocity measurements through a spectrum analyzer to look at the energy at various wave numbers. [Pg.1633]

Bickel, H.J., Calibrated Frequency Domain Measurements Using the Ubiquitous, Spectrum Analyzer, Federal Scientific Monograph 2, January 1970. [Pg.583]

The monitoring of turbomachinery mechanical characteristics, such as vibrations, has been applied extensively over the past decade. The advent of the accelerometer and the real-time vibration spectrum analyzer has required a computer to match and utilize the extensive analysis and diagnostic capability of these instruments. [Pg.690]

Spectrum analyzer. This can be used to view the RFI and EMI performance of the power supply prior to submission to a regulatory agency. It would be too costly to set up a full testing laboratory, so I would recommend using an third-party testing house. [Pg.10]

Check SW node on scope while test is in progress The jitter" should not be more than -10% of the time period of the switching cycle, and not less than -2%. Otherwise adjust Output amplitude / attenuation settings on Spectrum Analyzer. [Pg.214]

The experimental setup was virtually identical to that depicted in Fig. 3.11 with two broadband superluminescent diodes (2 mW) operating at 1,310 and 1,550 nm, respectively, and an optical spectrum analyzer for transmitted spectrum monitoring with a resolution of 0.05 nm. A holder similar to that used for the deposition was used to host the coated LPG allowing also the conveying of pure distilled water or polluted water as the case. The temperature was held constant at 20°C. [Pg.66]

The microwave source used in this study was a microwave network analyzer model IFR 6845 shown in Fig. 15.2b (Microwave network analyzer). Integrated into this single instrument is a synthesized source, a three-input scalar analyzer, and a synthesized spectrum analyzer. Complete engineering details of this equipment is beyond the scope of this document, but the basic function of this instrument is to generate a constant... [Pg.355]

CW) output of microwaves capable of sweeping 10 MHz to 47 GHz. Depending upon the physical dimensions of the resonator and their coupling with the source, this spectrum analyzer can operate to detect the microwave absorption profile of the resonator either in the reflection or in the transmission mode. In this work the frequency range... [Pg.356]

Filter-based instruments are often limited to applications where there is simple chemistry, and where the analytes can be differentiated clearly from other species or components that are present. Today, we may consider snch analyzers more as sensors or even meters, and the analytical instrument community does typically not view them as trne instraments. Since the late 1980s a new focns on instrumentation has emerged based on the use of advanced measnrement technologies, and as such is considered to be more of the con-seqnence of an evolution from laboratory instruments. Some of the first work on full-spectrum analyzers started with an initial interest in NIR instruments. The natnre of the spectral information obtained in the NIR spectral region is snch that an analyzer capable of measnring multiple wavelengths or preferably a fnll spectrnm is normally reqnired. [Pg.167]

S. Doerner, T. Schenieder and PR. Hauptmann, Wideband impedance spectrum analyzer for process automation... [Pg.542]

Fig. 33.5. The plot of the series resonance frequency of AT-cut crystal covered by neutravidin and with immobilized biotinylated 32-mer DNA aptamer selective to heparin binding site of thrombin as a function of thrombin and HSA concentration, respectively. The fundamental frequency of the crystal was 9MHz. The frequency was determined by HP4395A Network-Spectrum analyzer (Hewlet Packard, Colorado Springs, CO, USA). The crystal was placed in a flow cell developed by Thompson et al. [37] (experiment was performed by I. Grman in M. Thompson laboratory [75]). Fig. 33.5. The plot of the series resonance frequency of AT-cut crystal covered by neutravidin and with immobilized biotinylated 32-mer DNA aptamer selective to heparin binding site of thrombin as a function of thrombin and HSA concentration, respectively. The fundamental frequency of the crystal was 9MHz. The frequency was determined by HP4395A Network-Spectrum analyzer (Hewlet Packard, Colorado Springs, CO, USA). The crystal was placed in a flow cell developed by Thompson et al. [37] (experiment was performed by I. Grman in M. Thompson laboratory [75]).
The compound [V(N2)6] has been obtained by matrix isolation techniques (56), and its UV spectrum analyzed. lODq for this compound is 22,460 cm1 (compared with 28,845 cm-1 for [V(CO)6]) and the charge-transfer bands are principally of the t2M —> tt type. This material is analogous to Ti(N2)6], No other vanadium dinitrogen complexes have been isolated. [Pg.202]

The capacitance and the series resistance have values which are not constant over the frequency spectrum. The performances may be determined with an impedance spectrum analyzer [70], To take into account the voltage, the temperature, and the frequency dependencies, a simple equivalent electrical circuit has been developed (Figure 11.10). It is a combination of de Levie frequency model and Zubieta voltage model with the addition of a function to consider the temperature dependency. [Pg.444]


See other pages where Spectrum analyzer is mentioned: [Pg.670]    [Pg.688]    [Pg.355]    [Pg.230]    [Pg.245]    [Pg.245]    [Pg.242]    [Pg.548]    [Pg.26]    [Pg.53]    [Pg.57]    [Pg.148]    [Pg.338]    [Pg.50]    [Pg.166]    [Pg.300]    [Pg.300]    [Pg.207]    [Pg.39]    [Pg.1099]    [Pg.533]    [Pg.84]    [Pg.101]    [Pg.102]    [Pg.114]    [Pg.115]    [Pg.306]    [Pg.306]    [Pg.209]    [Pg.65]    [Pg.16]    [Pg.145]    [Pg.255]    [Pg.327]   
See also in sourсe #XX -- [ Pg.270 ]

See also in sourсe #XX -- [ Pg.307 , Pg.308 ]




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