Karla Barčová

Dr. Karla Barčová

Faculty of Safety Engineering, Technical University of Ostrava, Ostrava, Czech Republic

Research Focus & Metrics

Academic Career Length

26Years (2001-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 March 2002 in Hyperfine Interactions
Verified
Journal Article
Closed access
PDF file
Radek ZbořilRadek Zbořil
Radek Zbořil
MMM. Mashlan
M. Mashlan
KBKarla Barčová
Karla Barčová
MVM. Vujtek
M. Vujtek

1 September 2016 in International Journal of Critical Infrastructure Protection
Verified
Journal Article
Open access
David RehakDavid Rehak
David Rehak
JMJiri Markuci
Jiri Markuci
Martin HromadaMartin Hromada
Martin Hromada
KBKarla Barčová
Karla Barčová
A critical infrastructure is a complicated system whose failure (in whole or in part) has a significant impact on national interests, including security, the economy and basic human needs. The system consists of relevant sectors, elements and their mutual linkages. In order to study critical infrastructures, it is necessary to apply a systems approach based on cross-sectoral evaluation and research into the linkages between the individual critical infrastructure sectors. Specifically, it is necessary to describe the individual vertical and horizontal levels of each critical infrastructure and the associated linkages. From this point-of-view, a critical infrastructure is embedded within the broader context of emergencies and enterprises, representing a compact and mutually-interconnected system.This paper focuses on quantitatively assessing the impacts of critical infrastructure failures. It presents a theory of synergistic linkages, their levels and the synergistic effects due to the joint action of impacts, which increase the overall impact on the critical infrastructure and on society. The concepts are formalized in the SYNEFIA methodology, which is applied in a case study involving the critical infrastructure of the Czech Republic. In particular, the methodology is applied to determine the synergistic effects of disruptions to multiple sub-sectors of the Czech infrastructure

1 January 2012 in Measurement Science Review
Verified
Journal Article
Open access
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JVJan Valíček
Jan Valíček
MDM. Držík
M. Držík
Tadeusz HryniewiczTadeusz Hryniewicz
Tadeusz Hryniewicz
Marta HarničárováMarta Harničárová
Marta Harničárová
Krzysztof RokoszKrzysztof Rokosz
Krzysztof Rokosz
DBD. Bražina
D. Bražina
The paper deals with the measurement and identification of surfaces after machining in a non-contact manner. It presents a new modified measurement method and its implementation, the results of intensity distribution in the defocusing plane, their analysis and interpretation. The scanned intensity distribution at the defocusing plane gives information necessary to assess the second derivatives, and thus, surface functions which can be used to determine groove curvatures of the real surface morphology. The proposed method of measurement has proved to be very sensitive in evaluating the differences between surface finishing methods by which the measured surface standards (etalons) were machined. Two methods of machining were chosen: face grinding and planning. By comparing the roughness standard values Ra, there were obtained relationships between these values and the parameter of the characteristic frequency of vertical inequality being measured according to the presented method. A good correlation between the measured and surface standard values with the correlation coefficient taking a range of values from 0.8 to 1 was achieved.Web of Science12518818

1 October 2006 in Surface and Coatings Technology
Verified
Journal Article
Closed access
KBKarla Barčová
Karla Barčová
MMM. Mashlan
M. Mashlan
Radek ZbořilRadek Zbořil
Radek Zbořil
JFJ. Filip
J. Filip
JPJ. Podjuklova
J. Podjuklova
PSP. Schaaf
P. Schaaf

1 March 2003 in Journal of Radioanalytical and Nuclear Chemistry
Verified
Journal Article
Closed access
PDF file
KBKarla Barčová
Karla Barčová
MMM. Mashlan
M. Mashlan
Radek ZbořilRadek Zbořil
Radek Zbořil
PMP. Martinec
P. Martinec

1 July 2001 in Czechoslovak Journal of Physics
Verified
Journal Article
Closed access
PDF file
KBKarla Barčová
Karla Barčová
MMM. Mashlan
M. Mashlan
Radek ZbořilRadek Zbořil
Radek Zbořil
PMP. Martinec
P. Martinec
PKP. Kula
P. Kula