PAP_2 Strenght and flexibility II.

Institute of Technology and Business in České Budějovice
summer 2021
Extent and Intensity
2/2/0. 4 credit(s). Type of Completion: zk (examination).
Teacher(s)
doc. Ing. Petr Hrubý, CSc. (seminar tutor)
Ing. Bc. Jan Pleskač (seminar tutor)
Guaranteed by
doc. Ing. Petr Hrubý, CSc.
The Department of Mechanical Engineering – Faculty of Technology – Rector – Institute of Technology and Business in České Budějovice
Supplier department: The Department of Mechanical Engineering – Faculty of Technology – Rector – Institute of Technology and Business in České Budějovice
Timetable of Seminar Groups
PAP_2/P01: Wed 18:10–19:40 B1, P. Hrubý
PAP_2/S01: Wed 16:30–18:00 B5, J. Pleskač
PAP_2/S02: Thu 16:30–18:00 B5, J. Pleskač
Prerequisites
FORMA ( P ) && PAP_1 Elasticity and Strength I.
Condition for registration of the subject of the Flexibility and Strength of 2 is the successful completion of the subject Flexibility and Strength 1.
Course Enrolment Limitations
The course is offered to students of any study field.
The capacity limit for the course is 64 student(s).
Current registration and enrolment status: enrolled: 0/64, only registered: 0/64
Course objectives supported by learning outcomes
To acquaint a student with the basics of general theory of elasticity, solution of problems of elasticity and strength on bodies of special shapes, dimensioning components under cyclic loading, fracture mechanics and dynamic deformation and stress analysis of one-dimensional linear continuum.
Learning outcomes
After completing the subject, student is able:
- to describe mathematically spatial strain, define boundary states, and formulate strength conditions
- to solve strength and deformation problems on bodies of special shapes
- to dimension the components during cyclic loading
- to work with the basic concepts of fracture mechanics
- to apply modern matrix methods in solving the modal and spectral properties of the continuum
- to create mathematical models for solving the dynamic stress and deformation analysis of a one-dimensional continuum
Syllabus
  • 1. General theory of strength 2. Limit states 3. Sudden fracture formation 4. Fatigue during periodic loading 5. Strength 6. Thick-walled cylindrical container 7. Contact tasks and pressed joints 8. Circular and annular slabs 9. Rotating blades 10. Critical speed of rotors 11. Finite element method as a continuum discretization tool 12. Finite element method in application for solution of modal and spectral properties of one-dimensional linear continuum 13. Transfer matrix method in solving the tasks of dynamic deformation and stress analysis of one-dimensional linear continuum in the vicinity of resonance states
Literature
    required literature
  • JANÍČEK, Přemysl a PETRUŠKA, Jindřich. Pružnost a pevnost II: úlohy do cvičení. 3. vyd. Brno: Akademické nakladatelství CERM, 2007. ISBN 978-80-214-3441-7.
  • ONDRÁČEK, Emanuel. Mechanika těles: pružnost a pevnost II. 4. přeprac. vyd. v Akademickém nakladatelství CERM. Brno: Akademické nakladatelství CERM, 2006. ISBN 80-214-3260-8.
    recommended literature
  • ONDRÁČEK, E., VRBKA,J., JANÍČEK, P. Mechanika těles – pružnost a pevnost II. Brno : VUT, 1988.
  • NĚMEC, J., Dvořák, J., HÖSCHL, C. Pružnost a pevnost ve strojírenství. 1. vyd. Praha : SNTL, 1989. 599 s. ISBN 80-
  • Řezníček, Jan. Pružnost a pevnost v technické praxi : příklady III. Vyd. 1. Praha : Česká technika - nakladatelství ČVUT, 2008. 73 s.ISBN 978-80-01-03947-2.
  • Michalec, Jiří a kolektiv. Pružnost a pevnost II. dotisk 2. vyd. Praha : ČVUT, Strojní fakulta, 2006. 215 s.1500 výt. ISBN 80-01-02375-3.
  • Miroljubov, I.N. Řešení úloh z pružnosti a pevnosti : vysokoškolská učebnice. I.N. Miroljubov ; Z rus. orig. přel. , upr. Zdeněk Kuliš. 2. upr. vyd. Praha : Státní nakladatelství technické literatury, 1981. 504 s.C1378/3-Bibliogr.s.504.
  • HÖSCHL, C. Mezní plastické stavy. In: Stavba strojů 90. Praha: Dům techniky ČSVTS Praha, 1983. 96 s.
  • HÖSCHL, C. Vznik náhlého lomu. In: Stavba strojů 96. Praha: Dům techniky ČSVTS Praha, 1984. 120 s.
  • HÖSCHL, C. Fyzikální a matematické modely v mechanice deformovatelných těles. In: Stavba strojů. Praha: Dům techniky ČSVTS Praha, 1988. 128 s.
  • HÖSCHL, C. Únava materiálu při periodickém zatěžování. In: Stavba strojů 79. Praha: Dům techniky ČSVTS Praha, 1981. 125 s.
  • HÖSCHL, C. Ohyb a krut ve složitých soustavách. In: Stavba strojů 99. Praha: Dům techniky ČSVTS Praha, 1985. 114 s.
  • HÖSCHL, C. Kontaktní úlohy a lisované spoje. In: Stavba strojů 102. Praha: Dům techniky ČSVTS Praha, 1985. 114 s.
  • HRUBÝ, Petr and Pavla ŽIDKOVÁ. Dynamic stress-strain analysis of shafts in drives with Hookes's joints. In Michael McGreevy, Robert Rita. CER Comparative European Research 2017. London: Sciemcee Publishing, 2017, p. 83-86. ISBN 978-0-9935191-4-7. info
  • HRUBÝ, Petr and Pavla ŽIDKOVÁ. Speed resonances of coupled shafts in drives with Hooke's joints. In Michael McGreevy, Robert Rita. CER Comparative European Research 2017. London: Sciemcee Publishing, 2017, p. 79-82. ISBN 978-0-9935191-4-7. info
  • HRUBÝ, Petr and Pavla ŽIDKOVÁ. MATHEMATICAL MODEL OF ONE-DIMENSIONAL CONTINUUM IN STATE OF COMBINED BENDING-GYRATORY VIBRATION. In Michael McGreevy, Robert Rita. CER Comparative European Research 2016. London: Sciemcee Publishing, 2016, p. 120-125. ISBN 978-0-9935191-3-0. info
  • HRUBÝ, Petr, Zdeněk HLAVÁČ and Pavla ŽIDKOVÁ. Physical and mathematical models of shafts in drives with Hook´s joints. In Michael McGreevy, Robert Rita. Proceedings of the 5th biannual CER Comparative European Research Conference : International scientific conference for Ph.D. students of EU countries. London: Sciemcee Publishing, 2016, p. 136-140. ISBN 978-0-9928772-9-3. info
  • HRUBÝ, Petr, Zdeněk HLAVÁČ and Pavla ŽIDKOVÁ. The tranfer-matrix method in the application for an one-dimensional linear continuum speed resonance. In Michael McGreevy, Robert Rita. Proceedings of the 5th biannual CER Comparative European Research Conference : International scientific conference for Ph.D. students of EU countries. London: Sciemcee Publishing, 2016, p. 141-144. ISBN 978-0-9928772-9-3. info
  • HRUBÝ, Petr and Pavla ŽIDKOVÁ. TRANSFER MATRICES DERIVATION OF BASIC ELEMENTS OF PROPSHAFTS DYNAMIC MODELS. In Michael McGreevy, Robert Rita. CER Comparative European Research 2016. London: Sciemcee Publishing, 2016, p. 126-130. ISBN 978-0-9935191-3-0. info
  • HRUBÝ, Petr, Zdeněk HLAVÁČ and Pavla ŽIDKOVÁ. Fyzikální a matematické modely hřídelí v pohonech s hookeovými klouby (Physical and mathematical models of shafts with hooks joints). In MMK 2015 : sborník příspěvků. 1. vyd. Hradec Králové: Magnanimitas, 2015, p. 2546-2554. ISBN 978-80-87952-12-2. info
  • HRUBÝ, Petr, Zdeněk HLAVÁČ and Pavla ŽIDKOVÁ. Metoda přenosových matic v aplikaci na řešení otáčkových rezonancí jednorozměrného lineárního kontinua (The method of transfer matrices in the solution of speed's resonance). In MMK 2015 : sborník příspěvků. 1. vyd. Hradec Králové: Magnanimitas, 2015, p. 2575-2582. ISBN 978-80-87952-12-2. info
Forms of Teaching
Lecture
Seminar
Exercise
Tutorial
Consultation
Teaching Methods
Frontal Teaching
Group Teaching - Cooperation
Brainstorming
Critical Thinking
Individual Work– Individual or Individualized Activity
Teaching Supported by Multimedia Technologies
Student Workload
ActivitiesNumber of Hours of Study Workload
Daily StudyCombined Study
Preparation for Seminars, Exercises, Tutorial12 
Preparation for the Final Test20 
elaboration of seminat work20 
Attendance on Lectures26 
Attendance on Seminars/Exercises/Tutorial/Excursion26 
Total:1040
Assessment Methods and Assesment Rate
Test – final 70 %
Seminary Work 30 %
Exam conditions
A 100 – 90, B 89,99 – 84, C 83,99 – 77, D 76,99 – 73, E 72,99 – 70, FX 69,99 – 30, F 29,99 - 0.
Language of instruction
Czech
Teacher's information
Attendance in lessons is defined in a separate internal standard of VŠTE(Evidence of attendance of students at VŠTE). It is compulsory, except of the lectures, for full-time students to attend 70 % lesson of the subjet in a semester.
The course is also listed under the following terms winter 2012, winter 2013, summer 2014, winter 2014, summer 2015, winter 2015, Summer 2016, summer 2017, summer 2018, summer 2019, summer 2020.
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