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Die Erdbewegung Während des ersten vorläufers eines erdbebens ...Arnold, Hugo, January 1909 (has links)
Inaug.-diss.--Göttingen. / Lebenslauf. Extracted from Beiträge zum geophysik, v. 10. Includes bibliographical references.
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Die Erdbewegung Während des ersten vorläufers eines erdbebens ...Arnold, Hugo, January 1909 (has links)
Inaug.-diss.--Göttingen. / Lebenslauf. Extracted from Beiträge zum geophysik, v. 10. Includes bibliographical references.
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Über die Bei Erdbeben auftretenden oberflächenwellen ...Pechau, Walter, January 1913 (has links)
Inaug.-diss.--Jena. / Lebenslauf.
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Inversion of reflection seismogramsLevy, Shlomo January 1985 (has links)
A method for the estimation of impedance or pseudo-velocity sections from the information contained in CMP stacked sections, the corresponding stacking velocities and sonic and density logs (when available) is presented. The method relies on a linear programming approach for the reconstruction of full-band reflectivities, and utilizes linearized relations between the multiple free reflectivity functions and average or point-wise impedance or velocity values. The reconstruction procedure requires the solution of an underdetermined set of equations and hence a minimum structure condition is imposed on the desired solution. This condition guaranties the uniqueness of the obtained solution in the sense that it is the solution that features the least amount of impedance variations as a function of travel-time (or depth). Since the presented inversion yields minimum structure solutions, it is argued that features which appear on the obtained result are strictly demanded by the data and are not artifacts of the inversion scheme.
A number of physical assumptions are required by the presented inversion. These are summarized below in point form:
(1) The earth reflectivity function is non-white and can be reasonably represented by a sparse spike train. (2) The observed CMP stacked section is a reasonable representation of the multiple-free normal-ray section with reasonably correct relative amplitude relations.
(3) The residual wavelet on the stacked section is to a good approximation a zero-phase wavelet with a relatively flat spectrum.
(4) The estimated stacking velocities can be inverted to yield an acceptable representation of the averages of the true earth velocity model.
Since in a realistic environment some of the above assumptions may be violated, all the corresponding relations in the presented inversion scheme include appropriate uncertainty terms. That is, all the information components considered in the inversion are satisfied only to within some prespecified error bounds.
A number of possibilities for speeding up the inversion scheme are described. It is shown that utilizing the expected trace-to-trace coherency of seismic reflection data yields considerable reduction in computational efforts.
Finally, a number of steps required for a successful completion of the inversion are described. In particular, the problems of preinversion data scaling and the correction of the residual wavelet's phase are discussed in some detail. / Science, Faculty of / Earth, Ocean and Atmospheric Sciences, Department of / Graduate
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An investigation of the relation between source characteristics and T phases in the north Pacific areaNorthrop, John January 1968 (has links)
Typescript. / Bibliography: leaves [108]-118. / xiii, 118 l illus., maps, tables
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Schwingungsart und Weg der Erdbebenwellen ...Schluter, Wilhelm. January 1900 (has links)
Inaugural-Dissertation--Göttingen.
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Primary seismic wave (P) at 250-350 km compared to measured wave to 0.3 km from GNOME nuclear explosionLaun, Philip Royal 09 December 1964 (has links)
The first cycle of seismic waves recorded at distances of 45,
300 and 355 km. from the GNOME nuclear explosion was used to determine
whether the near source wave characteristics at 0.3 km.
could be determined from distance measurements. Both head wave
and body wave propagation were considered. First the recorded signals
at distance were inversely propagated back to the near source
region as head waves, and secondly, the measured source at 0.3 km.
was propagated out to 300 km. from the source as a body wave. In
both cases, restricted comparisons between theory and observation
can be made, but the comparison appears to favor the body wave type
of propagation. More research is needed to make a more conclusive
choice between the two modes of propagation. Methods were developed
which can be used to determine source motion from distance measurements
when the data are sufficient to do so. / Graduation date: 1965
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Angle of emergence of seismic P waves and its variation with frequencySouders, Robert Hunter 19 August 1966 (has links)
The vertical and radial components of a seismic P wave can be
decomposed by a Fourier transform into two sets of nonterminating
sinusoidal waves with one set for each component. The tangent of the
vertical transform divided by the radial transform gives by definition
he apparent angle of emergence for that frequency. The actual angle
of emergence can be calculated from the apparent angle. The change
of the angle with frequency can be obtained by determining the angle
over the entire frequency spectrum of the pulse.
The angle of emergence is only defined for a pure pulse. Just
the short length of uncontaminated signal can be used to calculate the
angle U the signal is interfered with by other signals. The actual
angle of emergence was calculated as a function of frequency for
stations near nuclear explosions. In all cases, the angle varied
with frequency. / Graduation date: 1967
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Transmission and attenuation of the primary seismic wave, [delta]=100 to 600 KMLong, L. T. (Leland Timothy) 08 November 1967 (has links)
The character of the primary seismic wave in the
range of distances between 100 and 600 km is affected by
such factors as the nature of the source, exponential
attenuation, crustal structure, type of wave propagation,
recording site geology and instrument response. The
first arrivals from the GNOME and SHOAL nuclear explosions
were analyzed to show the important effects of the
above factors. Crusta1 structures were developed to examine
the type of wave propagation, geometrical attenuation,
and Q versus depth structure. Within the frequency
bands delineated by the instrument response, above 2 cps,
and the reliable source energies, exponential attenuation
and surface geology explained the major spectral variations
in the first arrivals. Amplitude variations were
explained almost entirely by geometrical and exponential
attenuation. Techniques for measuring exponential attenuation
were developed and applied. The Q values obtained
were primarily between 100 and 200. / Graduation date: 1968
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Crustal structures in the Pacific Northwest states from phase-velocity dispersion of seismic surface wavesChiburis, Edward Frank 08 August 1965 (has links)
Graduation date: 1966
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