Search results for: COMPUTATIONAL CONTACT MECHANICS

• Fluid Mechanics, W/C, EaPE (Dezhou), sem.5, zimowy 23/24 (PG_00059698)

  e-Learning Courses

  • M. Banaszek

  Objective of the subject is to supply the student with the theoretical and practical knowledge, enabling him to solve engineering computational and experimental problems related to fluid mechanics.

• Fluid Mechanics – LEC/LAB, EaPE (Dezhou), sem.5, winter 24/25, (PG_00059698)

  e-Learning Courses

  • M. Banaszek

  Objective of the subject is to supply the student with the theoretical and practical knowledge, enabling him to solve engineering computational and experimental problems related to fluid mechanics.

• [NF] Physics research methods. Part II.

  e-Learning Courses

  • P. Możejko

  Kurs realizowany wspólnie dla doktorantów szkoły doktorskiej i studiów doktoranckich The course is  conducted jointly for PhD students of the doctoral school and doctoral studies Franco Bagnoli, University of Florence, Italy - "Thermodynamics, Statistical Mechanics, and Kinetic Gas Theory with a computational perspective. https://enauczanie.pg.edu.pl/moodle/course/view.php?id=5259 Course type: lecture Total hours of training...

• Computational Intelligence - 2023

  e-Learning Courses

  • Z. Kowalczuk
  • T. Białaszewski

  Widening the students knowledge about the selected methods of artificial intelligence

• Computational Intelligence 2022

  e-Learning Courses

  • Z. Kowalczuk
  • T. Białaszewski
  • H. Kormański

  Widening the students knowledge about the selected methods of artificial intelligence

• English for Engineering Mechanics

  e-Learning Courses

  • M. Skowronek

  The activity of structural mechanics students' community FOREVER YOUNG aimed at improving practical skills in technical English

• Computational Intelligence - sem. 2022/23

  e-Learning Courses

  • Z. Kowalczuk
  • T. Białaszewski

  Widening the students knowledge about the selected methods of artificial intelligence

• Computational Intelligence - 2023/2024 sem.

  e-Learning Courses

  • Z. Kowalczuk
  • T. Białaszewski

  Widening the students knowledge about the selected methods of artificial intelligence

• Computational Intelligence - sem. 2023/2024

  e-Learning Courses

  Widening the students knowledge about the selected methods of artificial intelligence

• Introduction to quantum mechanics 2022/2023

  e-Learning Courses

  • S. Winczewski

  Introduction to quantum mechanics, kierunek: Nanotechnologia, specjalność: Nanostructures and computer simulations in material science, II stopień, semestr 1

• Introduction to quantum mechanics 2024/2025

  e-Learning Courses

  • S. Winczewski
  • J. Rybicki

  Introduction to quantum mechanics, kierunek: Nanotechnologia, specjalność: Nanostructures and computer simulations in material science, II stopień, semestr 1

• Advanced Mechanics of Marine Structures II W2021/22

  e-Learning Courses

  • P. Dymarski

  Lecture and Laboratory classes Advanced Mechanics of Marine Structures II W2021/22

• Technical Mechanics

  e-Learning Courses

  • K. Wołoszyk
  • P. M. Bielski

• Technical Mechanics 2

  e-Learning Courses

  • M. Kahsin

  The aims of lecture is to provide basic knowledge of strength of materials and its exploitation in assessmentof structural stress and deformation. Subject contents: 1) Introduction, 2) Stress-strain relations, physical interpretation, 3) Axial loading of rods, 4) Moments ofinertia, 5) Bending of beams, 6) Beams line of deflection, 7) Shearing, 8) Torsion, 9) Complex stress yieldcriterion, 10) linear buckling of column.

• Introduction to quantum mechanics

  e-Learning Courses

  • J. Rybicki

• [IMe] Advanced numerical methods in mechanics

  e-Learning Courses

  • K. Tesch
  • R. Jankowski
  • A. Żak

  {mlang pl} Dyscyplina: inżynieria mechaniczna Zajęcia obowiązkowe dla doktorantów I i II roku Prowadzący:  dr hab. inż. Krzysztof Tesch, prof. PG, dr hab. inż. Arkadiusz Żak, prof. PG Liczba godzin: 45 Forma zajęć: wykład {mlang} {mlang en} Discipline: mechanical engineering Obligatory course for 1st and 2nd-year PhD students Academic teachers: dr hab. inż. Krzysztof Tesch, prof. PG, dr hab. inż. Arkadiusz Żak, prof....

• Mechanics I, T, DaPE, sem. 02, summer 21/22, (PG_00050273)

  e-Learning Courses

  • G. Banaszek

  Teaching students the basic laws of mechanics and develope skills tosolve practical problems in the field of statics and kinematics.

• Technical Mechanics 24/25

  e-Learning Courses

  • K. Wołoszyk
  • P. Bielski

• Fluid Mechanics, LEC/LAB, EaPE (Dezhou), sem.5, winter 23/24 (PG_00059698)

  e-Learning Courses

  • M. Banaszek

  The aim of the course is to identify and demonstrate knowledge of the major concepts of fluid mechanics.

• [NF] Physical Research Methods I: Computational methods for transport phenomena

  e-Learning Courses

  • K. Wiciak-Pawłowska
  • J. Franz

  {mlang pl} Dyscyplina: NF Zajęcia obowiązkowe dla doktorantów I i II roku Prowadzący:  Prof. Maurizio Dapor Liczba godzin: 15 Forma zajęć: wykład/seminarium {mlang} {mlang en} Discipline: NF Obligatory course for 1st and 2nd-year PhD students Academic teacher: Prof. Maurizio Dapor Total hours of training: 15 teaching hours Course type: lecture/seminar {mlang}    

• Fluid Mechanics, PG_0004975 laboratory 2022

  e-Learning Courses

  • M. Krężelewski
  • M. Banaszek

• Mechanics I, W/C, MiBM, sem. 02, lato 22/23 (PG_00050273)

  e-Learning Courses

  • O. Nosko

  The course provides students with basic knowledge of Classical Mechanics. Terms, assumptions, principles and methods of Statics, Kinematics and Kinetics are treated. General methods based on the principles of conservation of momentum and energy are considered for a particle, a body and a system of bodies. The main emphasis is on the development of skills to efficiently schematise, solve and analyse typical problems.

• Mechanics II, W/C, MiBM, sem. 03, zima 22/23 (PG_00055119)

  e-Learning Courses

  • O. Nosko

  The course provides students with basic knowledge of Classical Mechanics. Terms, assumptions, principles and methods of Statics, Kinematics and Kinetics are treated. General methods based on the principles of conservation of momentum and energy are considered for a particle, a body and a system of bodies. The main emphasis is on the development of skills to efficiently schematise, solve and analyse typical problems.

• Mechanics II, W/C, ZiIP, sem. 03, zima 23/24 (PG_00055119)

  e-Learning Courses

  • O. Nosko

  The course provides students with basic knowledge of Classical Mechanics. Terms, assumptions, principles and methods of Statics, Kinematics and Kinetics are treated. General methods based on the principles of conservation of momentum and energy are considered for a particle, a body and a system of bodies. The main emphasis is on the development of skills to efficiently schematise, solve and analyse typical problems.

• Mechanics I, W/C, ZiIP, sem. 02, lato 23/24 (PG_00050273)

  e-Learning Courses

  • O. Nosko

  The course provides students with basic knowledge of Classical Mechanics. Terms, assumptions, principles and methods of Statics, Kinematics and Kinetics are treated. General methods based on the principles of conservation of momentum and energy are considered for a particle, a body and a system of bodies. The main emphasis is on the development of skills to efficiently schematise, solve and analyse typical problems.

• Mechanics II, W/C, ZiIP, sem. 03, zima 24/25 (PG_00055119)

  e-Learning Courses

  • O. Nosko

  The course provides students with basic knowledge of Classical Mechanics. Terms, assumptions, principles and methods of Statics, Kinematics and Kinetics are treated. General methods based on the principles of conservation of momentum and energy are considered for a particle, a body and a system of bodies. The main emphasis is on the development of skills to efficiently schematise, solve and analyse typical problems.

• [IMe] Advanced numerical methods in mechanics

  e-Learning Courses

  • K. Tesch
  • J. Kropiwnicki
  • A. Żak

  {mlang pl} Dyscyplina: IMe Zajęcia obowiązkowe dla doktorantów I roku Prowadzący:  K. Tesch, A. Żak Liczba godzin: 45 Forma zajęć: wykład/laboratorium {mlang} {mlang en} Discipline: IMe Obligatory course for 1st year PhD students Academic teacher: K. Tesch, A. Żak Total hours of training: 45 teaching hours Course type: lecture/Laboratories {mlang}    

• [IMe] Advanced numerical methods in mechanics

  e-Learning Courses

  • K. Tesch
  • A. Żak

  {mlang pl} Dyscyplina: IMe Zajęcia obowiązkowe dla doktorantów I roku Prowadzący:  K. Tesch, A. Żak Liczba godzin: 45 Forma zajęć: wykład/laboratorium {mlang} {mlang en} Discipline: IMe Obligatory course for 1st year PhD students Academic teacher: K. Tesch, A. Żak Total hours of training: 45 teaching hours Course type: lecture/Laboratories {mlang}

• [IMe] Advanced numerical methods in mechanics

  e-Learning Courses

  • K. Tesch
  • A. Żak

  {mlang pl} Dyscyplina: IMe Zajęcia obowiązkowe dla doktorantów I roku Prowadzący:  K. Tesch, A. Żak Liczba godzin: 45 Forma zajęć: wykład/laboratorium {mlang} {mlang en} Discipline: IMe Obligatory course for 1st year PhD students Academic teacher: K. Tesch, A. Żak Total hours of training: 45 teaching hours Course type: lecture/Laboratories {mlang}    

• [IMe] Advanced numerical methods in mechanics

  e-Learning Courses

  • K. Tesch
  • A. Żak

  {mlang pl} Dyscyplina: IMe Zajęcia obowiązkowe dla doktorantów I roku Prowadzący:  K. Tesch, A. Żak Liczba godzin: 45 Forma zajęć: wykład/laboratorium {mlang} {mlang en} Discipline: IMe Obligatory course for 1st year PhD students Academic teacher: K. Tesch, A. Żak Total hours of training: 45 teaching hours Course type: lecture/Laboratories {mlang}

• Mechanics of materials (PG_00057378), W/Ć, BM, II stop., sem1,3, lato, 2023/24

  e-Learning Courses

  • B. Rozmarynowski
  • P. M. Bielski

  The aim of this course is providing knowledge in the field of analysis and solving problems of mechanics and strength of one-dimensional systems (bars, beams, frames) and selected two-dimensional systems (shields, plates); preparing the student to solve problems involving complex cases of material strength; developing the ability to assess the stability of structural elements (forms of stability loss, critical forces); consolidation...

• Structural design and mechanics I (2022/2023)

  e-Learning Courses

  • M. Zielińska

• Structural Design and Mechanics II 2024/2025

  e-Learning Courses

  • T. Zybała

• Structural Design and Mechanics I 2023/2024

  e-Learning Courses

  • T. Zybała

  Learning about the functioning of bar systems and preparing their static schemes, solving statically determinate bar systems (beams, frames, trusses).

• Structural design and mechanics,**II sem. 2021/2022

  e-Learning Courses

  • M. Zielińska

• Structural design and mechanics,**II sem. 2022/2023

  e-Learning Courses

  • M. Zielińska

• Structural design and mechanics II, sem. 2023/2024

  e-Learning Courses

  • T. Zybała

• Structural design and mechanics I ***(2021/2022 lato)

  e-Learning Courses

  • M. Zielińska

• Fluid Mechanics PG 00049759, Laboratorium, sem. 4, lato 2023

  e-Learning Courses

  • M. Krężelewski
  • M. Banaszek

• Fluid Mechanics PG 00049759, Laboratorium, sem. 4, lato 2024

  e-Learning Courses

  • M. Krężelewski
  • M. Banaszek

• Mechanics of Materials, MSc, 2022/2023, Summer, [L,T] (PG_00057378)

  e-Learning Courses

  • B. Rozmarynowski
  • P. M. Bielski

• Fluid Mechanics PG 00049759 Wykład+Ćwiczenia, sem. 4, lato 2024

  e-Learning Courses

  • M. Krężelewski
  • O. Kazimierska

• Fluid Mechanics and Hydraulics EE Msc sem. I r.a. 22/23

  e-Learning Courses

  • P. Zima
  • A. M. Mustafa

  Basic definitions. Physical properties of liquids. Forces acting on fluids. Hydrostatics - basic equations. Pressure on a flat and curved wall. Buoyancy. Archimedes' law. Balance of submerged bodies. The balance of floating bodies. Hydrodynamics. Hydrodynamic quantities. Continuity equation for the liquid stream. Bernoulli equation. Basic laws of hydrodynamics. Equation of mass behavior, preservation of the amount of motion, Bernoulli's...

• Fluid Mechanics and Hydraulics EE Msc sem. I r.a. 23/24

  e-Learning Courses

  • P. Zima

  Basic definitions. Physical properties of liquids. Forces acting on fluids. Hydrostatics - basic equations. Pressure on a flat and curved wall. Buoyancy. Archimedes' law. Balance of submerged bodies. The balance of floating bodies. Hydrodynamics. Hydrodynamic quantities. Continuity equation for the liquid stream. Bernoulli equation. Basic laws of hydrodynamics. Equation of mass behavior, preservation of the amount of motion, Bernoulli's...

• Building Mechanics I ERASMUS (PG_00049121) 2019/2020 - 2nd sem. of bachelor studies

  e-Learning Courses

  • M. Kwasek

• Fluid Mechanics, L/L/E, DaPE, sem. 04, summer 21/22 (PG_00050282)

  e-Learning Courses

  • K. Tesch
  • M. Banaszek

  LECTURES Introduction and basic definitions. Properties of fluids. Models of fluids. Fluids in equilibrium. Determination of hydrostatic forces. Archimedes" law. Methods of fluid flow description. General motion of fluid. Deformation of fluid element. Vortex motion of fluid. Principles of conservation of mass, momentum and energy. Balance of entropy. Navier-Stokes equation. Bernoulli equation. Similarity of flow phenomena. Potential...

• Technical Mechanics 2 (PG_00049753), I stop, En, [W,C], zima 22/23

  e-Learning Courses

  • B. Rozmarynowski

  Lectures and tutorials devoted to basic issues of Strength of Materials (stress and strain states, the Hook's law, geometrical properties of an area, bending, shearing, torsion, deflection lines  of beams, buckling and yielding criteria).

• Fluid Mechanics, W/L/C, DaPE, sem. 4, letni 22/23 (PG_00050282)

  e-Learning Courses

  • K. Tesch
  • M. Banaszek

• Fluid Mechanics L/E/L, DaPE, sem. 3, summer 23/24 (PG_00050282)

  e-Learning Courses

  • K. Tesch
  • M. Banaszek
  • M. Saqib

• Advanced Mechanics of Marine Structures I, MSc, Summer 2022-2023, [L,T], PG_00051723

  e-Learning Courses

  • B. Rozmarynowski

  1.  Literature overview,  definition of marine and offshore structures, ocean engineering technologies and mechanical aspects, structural systems applied, jack-up drilling platforms and structural elements. 2. Tensor algebra fundamentals,  stress and small strain states of a solid, constitutive relations. 3. SDOF and MDOF dynamic systems, damping and added masses in offshore vibrations,  generalised eigenvalue problem, forced vibrations...