Network


Latest external collaboration on country level. Dive into details by clicking on the dots.

Hotspot


Dive into the research topics where Vít Kárník is active.

Publication


Featured researches published by Vít Kárník.


Studia Geophysica Et Geodaetica | 1962

Standardization of the earthquake magnitude scale

Vít Kárník; N. V. Kondorskaya; Ju. V. Riznitchenko; E. F. Savarensky; S. L. Soloviev; N. V. Shebalin; J. Vanek; Alois Zátopek

РезюмеПредлагается стандартизация шкалы магнитуд на основе следующих принципов:а)магнитуда для всех типов волн определяется на основании формулы (1);б)при определении магнитуд применяются стандартные калибровочные функции σ(Δ);в)средное значение магнитуды для одного землетрясения определается для каждого типа волн отдельно, комбинация этих значений не рекомендуется. Обсуждается направление дальнейших исследований по объективной классификации землетрясений.


Pure and Applied Geophysics | 1968

The probability of occurrence of largest earthquakes in the European area

Vít Kárník; Zdeňka Hübnerová

SummaryTheGumbels theory of largest values has been applied to the estimation of probability of occurrence and of return periods of largest earthquakes in the European area. For this study shallow shocks from the period 1901–1955 and from 15 earthquake zones were used. For each zone the largest magnitudes corresponding to one-year intervals were arranged in order of increasingM, grouped in classes and then the probabilitiesF(xj) were calculated. The data plotted on the probability paper fit a straight line fairly well. The extrapolated lines yield the possibility of estimating large magnitudes which will be exceeded with a given probability, e.g. 1%. Such values were compared with largest magnitudes observed during the period 1901–1955. Their return periods indicate that in most regions the largest probable shock already occurred. Following the procedure ofEpstein-Lomnitz the coefficients α and β were calculated and compared with corresponding values ofa andb of the magnitude-frequency relation.


Engineering Geology | 1984

Vulnerability and the MSK scale

Vít Kárník; Zdenˇka Schenkova; Vladimír Schenk

Abstract Vulnerability is defined as the degree of damage (or loss) due to shaking of a given intensity. The text of the MSK macroseismic scale describing individual intensity grades determines vulnerability functions for three main categories of structures. The resulting curves are compared with the few existing examples of vulnerability curves derived for specific categories of buildings in the Caucasus and in California.


Pure and Applied Geophysics | 1981

Seismic hazard estimate for a low seismicity region — Example of Bohemia

Zdeňka Schenková; Vladimír Schenk; Vít Kárník

The contribution reviews basic concepts of earthquake hazard assessment for sites of nuclear power plants. Taking into account the delineation of earthquake source regions, intensity-frequency relations, upper intensity thresholdsImax and intensity attenuation curves, we determine the seismic hazard for a site in south Bohemia and calculated the quantities defining the seismic hazard, i.e. return period in years, probability of exceedance for different intensities and different periods of interest. The adopted procedure has some limitations due to the poor definition of seismogenic zones (boundaries,N(I),Imax) and lack of strong motion observations in Central Europe.


Pure and Applied Geophysics | 1978

The third asymptotic distribution of largest magnitudes in the Balkan earthquake provinces

Zdeňka Schenková; Vít Kárník

SummaryThe third asymptotic distribution of the theory of largest values is applied to sixteen earthquake provinces in the Balkan area. The model which assumes an upper magnitude limit fits the observations better than the first distribution. Graphs and tables provide estimates of return periods of largest magnitudes.


Studia Geophysica Et Geodaetica | 1962

Amplitude-distance curves of surface waves at short epicentral distances (Δ<2000 km)

Vít Kárník

РезюмеИз сравнения различных опубликованных кривых амплитудB(Δ) и соотношенияB/T(Δ) вытекает, что у значенийB/T рассеяние меньше и поэтому они более удобные для определенияM. На наклон кривых влияет преобладающий период колебаний и выделяются интервалы интерференции волн и перехода максимальной энергии с одной волновой группы на другую (Δ=100–200 км и 500–700 км). Сравнение дает возможность определить приблизительно средние калибровочные кривые дляM близких землетрясений.


Pure and Applied Geophysics | 1970

The probability of occurrence of largest earthquqkes in the European area — Part II

Zdenka Schenková; Vít Kárník

SummaryThe previous investigation of the probability of occurrence of largest earthquakes in the European area continued by applying the Gumbel theory of largest values to three periods 1901–1930, 1901–1955 and 1901–1967, respectively. The values of magnitudes which will be exceeded with the probabilityP=1%, 2% and 10% were determined from the lines fitting the distributions of magnitudes and corresponding probabilities for all three periods. It was assumed that the relationship between the differences δMP%[k](67)=Mk,P%−M67,P% (k=30, 55, 67) and the observation period follow the hyperbolic law. This tendency was used for the estimation of the probability line corresponding to an infinite observation period.


Studia Geophysica Et Geodaetica | 1961

Underground measurements of the seismic noise level

Vít Kárník; Vladimír Tobyáš

РезюмеПри помощи вертикальных сейсмографов (табл. 1, фиг. 1) в период 1959–1960 гг. было проведено несколько опытных измерений сейсмических помех в покинутых штольнях на территории Чехии (табл. 2, фиг. 2, 3). Целыо измерений была прежде всего регистрация помех в диапазонеT=0,1–2сек. Было установлено два максимума помех приT=0,5сек. иT=5сек. Амплитуды короткопериодической составляющей помех (T=0,5сек) колеблются в пределах 1–15мм в зависимости от удаления крупных промышленных центров от наблюдательного пункта. Помехи с периодомT=1сек. наблюдались лишь в исключительных случаях. Однако микросейсмы были обнаружены уже начиная с периодаT=2сек.


Studia Geophysica Et Geodaetica | 1982

Seismotectonic scheme of Central and Eastern Europe

Vladimír Schenk; Vít Kárník; Zdeňka Schenková; A. Zátopek

SummaryThe distribution of earthquake foci in the crust and the upper mantle indicates the position of mobile zones. Comparing epicentral maps of Central and Eastern Europe, known tectonic lines, results of deep seismic sounding and gravimetric survey enables a scheme of potential seismogenic zones, which correspond to active fault zones separating plates and blocks in the area, to be compiled. The level of earthquake activity varies along the investigated boundaries and can be considered as a measure of the intensity of the present geodynamic processes.


Tectonophysics | 1979

Isoseismal map of the Vrancea earthquake of March 4, 1977

G. Radu; Vít Kárník; G. Polonic; Dana Procházková; Z. Schenkova

Abstract The iaoseismal map of the intermediate Vrancea earthquake of March 4, 1977 was compiled using the contributions from many European countries within the shaken area. Characteristic features of the macroseiamic field are discussed. Mean radii of isoseismals and intensity attenuation are determined.

Collaboration


Dive into the Vít Kárník's collaboration.

Top Co-Authors

Avatar

Vladimír Schenk

Czechoslovak Academy of Sciences

View shared research outputs
Top Co-Authors

Avatar

Dana Procházková

Czechoslovak Academy of Sciences

View shared research outputs
Top Co-Authors

Avatar

Zdeňka Schenková

Academy of Sciences of the Czech Republic

View shared research outputs
Top Co-Authors

Avatar

Z. Schenkova

Czechoslovak Academy of Sciences

View shared research outputs
Top Co-Authors

Avatar

Jiří Vaněk

Academy of Sciences of the Czech Republic

View shared research outputs
Top Co-Authors

Avatar

Jaromír Janský

Charles University in Prague

View shared research outputs
Top Co-Authors

Avatar

Zdenka Schenková

Czechoslovak Academy of Sciences

View shared research outputs
Top Co-Authors

Avatar

Ivan Brouček

Slovak Academy of Sciences

View shared research outputs
Top Co-Authors

Avatar

Alois Zátopek

Charles University in Prague

View shared research outputs
Top Co-Authors

Avatar

D. Procházková

Czechoslovak Academy of Sciences

View shared research outputs
Researchain Logo
Decentralizing Knowledge