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Stochastic responses, definition

The sinc fiinction describes the best possible case, with often a much stronger frequency dependence of power output delivered at the probe-head. (It should be noted here that other excitation schemes are possible such as adiabatic passage [9] and stochastic excitation [fO] but these are only infrequently applied.) The excitation/recording of the NMR signal is further complicated as the pulse is then fed into the probe circuit which itself has a frequency response. As a result, a broad line will not only experience non-unifonn irradiation but also the intensity detected per spin at different frequency offsets will depend on this probe response, which depends on the quality factor (0. The quality factor is a measure of the sharpness of the resonance of the probe circuit and one definition is the resonance frequency/haltwidth of the resonance response of the circuit (also = a L/R where L is the inductance and R is the probe resistance). Flence, the width of the frequency response decreases as Q increases so that, typically, for a 2 of 100, the haltwidth of the frequency response at 100 MFIz is about 1 MFIz. Flence, direct FT-piilse observation of broad spectral lines becomes impractical with pulse teclmiques for linewidths greater than 200 kFIz. For a great majority of... [Pg.1471]

Clearly, the proper definition of the power-spectral density functirai is the crucial step to address the stochastic modeling of the seismic action. In the context of defining spectrum-compatible ground motion processes, the issue consists in determining which is the inverse relationship between the power-spectral density function and the target response spectrum. It has to be emphasized that the evaluation of the response-spectrum-compatible power-spectral... [Pg.2252]


See other pages where Stochastic responses, definition is mentioned: [Pg.1103]    [Pg.301]    [Pg.1103]    [Pg.19]    [Pg.52]    [Pg.2037]    [Pg.171]    [Pg.131]    [Pg.132]    [Pg.2242]   


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