Engineering Mechanics
Dr. Kai
Maths
M.1.A
Video
Steps
1. Angular Position
2. Periodicity
3. Counting Direction
4. Degrees and Radians
5. Choices
M.2.C
Steps
1. Point Coordinates
2. Unit Vector Components
3. Vector Components
M.5.A
Video
Steps
2x2 times 2x1
1x2 times 2x1
2x2 times 2x2
Engineering Mechanics
1.5.K
Video
Steps
1. Free Body Diagram
2. Resultant and Equilibrium Conditions
3. Solution using Symbols
4. Solution using Quantities
5. Support Reactions Only
2.1.Q
Video
Steps
1. Equilibrium
2. Kinematics: Unit Vectors and Elongations
3. Elasticity
4. System of Equations and Solution
5. Symmetry
3.3.A
Steps
1. Velocities
2. Angular Velocity of Body 2
3. Angular Velocity of Body 1
4. Comparing Angular Velocities
5. Velocity of A
6. Angular Velocity of Body 2
FEM
R2.A
Video
Steps
1. Elements and Nodes
2. Augmented Element Stiffness Matrices (Element-Shape)
3. Augmented Element Stiffness Matrices (System-Shape)
4. Augmented System Stiffness Matrix
5. Boundary Conditions and Linear System
6. Displacements
8. Support Reactions
9. Symmetry
B2.A
Video
Steps
1. Elements and Nodes
2. Augmented Element Stiffness Matrices
3. System Stiffness Matrix
4. Boundary Conditions
5. Deformations
5. Forces
7. Solution for Given Quantities
Foundations
Vector Components
Used Symbols
Passive und aktive Transformation
Web-App
Tensor Components
Symbols
Passive und active Transformation
Web-App
Other Planes
Programs
Mohr’s Circle
1. Circle
2. Components
3. Extremal Values
Web-App
Stab-Element R2
Modell-Gleichungen
Gleichgewicht
Elastizität
Kinematik
Steifigkeitsmatrix / Lineares System
Äquivalente Knotenlasten
Video
Balken-Element B2
Lineares System
Schreibweisen
Erweiterte Steifigkeitsmatrix
Wahl der Knoten-Reihenfolge
Postprocessing / Interpolation
Querverschiebung w
Verdrehung ψ, Biegemoment M, Querkraft Q
Graphische Darstellung
Äquivalente Knotenlasten
Video
Quizzes
Angles
Vector Components
Circle with Points
\(\varphi = \varphi_1 \Leftrightarrow v_{\bar x}\)
maximal
Passive Transformation
Active Transformation
Test
Tensor Components
Circle
\(\varphi = \varphi_1 \Leftrightarrow T_{\bar x \bar x}\)
maximal
Passive Transformation
Active Transformation
Test
Engineering Mechanics
»
Index
Index