Jan Kohout - Concepedia

Author

Jan Kohout

University of Defence ORCID

Also Known As

J KOHOUT, J Kohout, J. Kohout, Jan Kohout, Kohout, Jan

Publications

787

Citations

H-Index

Concepts

All Affiliations

University of Defence University of Vienna Austrian Academy of Sciences Erich Schmid Institute of Materials Science

About

Jan Kohout is an author at University of Defence specializing in mechanical engineering, engineering, and mechanics of materials.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	558
2	Electrical Engineering	2	2	39
3	Materials Science	2	2	251
4	Natural Sciences	1	1	30
5	Civil Engineering	1	1	13

Jan Kohout

Publications

717

Citations

H-Index

Page 1

	Year	Citations
The Role of Hydrostatic Pressure in Severe Plastic Deformation M. Zehetbauer, H.P. Stüwe, A. Vorhauer, Advanced Engineering Materials EngineeringSevere Plastic DeformationMechanical EngineeringConventional Large DeformationWork Hardening	2003	185
A new function for fatigue curves characterization and its multiple merits Jan Kohout, Stanislav Věchet International Journal of Fatigue Condition MonitoringReliability EngineeringEngineeringFatigue ManagementService Life Prediction	2001	181
Modified Arrhenius Equation in Materials Science, Chemistry and Biology Jan Kohout Molecules	2021	133
Plastic deformation of nickel under high hydrostatic pressure M. Zehetbauer, Jan Kohout, Erhard Schafler, Journal of Alloys and Compounds Materials ScienceEngineeringSevere Plastic DeformationMechanical EngineeringSolid Mechanics	2004	66
Temperature dependence of stress–lifetime fatigue curves Jan Kohout Fatigue & Fracture of Engineering Materials & Structures Fatigue ManagementHigh Temperature MaterialsEngineeringLife PredictionStress	2000	36
An alternative to the JMAK equation for a better description of phase transformation kinetics Jan Kohout Journal of Materials Science Jmak EquationBetter DescriptionEngineeringPhysicsNatural Sciences	2007	30
A simple relation for deviation of grey and nodular cast irons from Hooke's law Jan Kohout Materials Science and Engineering A Nodular Cast IronsMechanical EngineeringSimple Relation	2001	26
Three-parameter Weibull distribution with upper limit applicable in reliability studies and materials testing Jan Kohout Microelectronics Reliability ReliabilityUpper LimitElectrical EngineeringReliability EngineeringEngineering	2022	26
A new function describing fatigue crack growth curves Jan Kohout International Journal of Fatigue EngineeringFatigueMechanical EngineeringStructural Health MonitoringSolid Mechanics	1999	21
Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing Jan Kohout Mathematics ReliabilityElectrical EngineeringReliability EngineeringEngineeringFour-parameter Weibull Distribution	2023	13

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