Tahun Akademik:
Gasal 2021/2022
Kelas-Offr:
B-B
Deskripsi:
Strategies for Solving Problems: 1. General Strategies, 2. Units, Dimensional Analysis, 3. Approximations, Limiting Cases, 4. Solving Differential Equations Numerically. Statics: 1. Balancing Forces, 2. Balancing Torques. Using F = ma: 1. Newton’s Laws, 2. Free-body Diagrams, 3. Solving Differential Equations, 4. Projectile Motion, 5. Motion in Plane, Polar Coordinates. Conservation of Energy and Momentum: 1. Conservation of Energy in One Dimension, 2. Small Oscillations, 3. Conservation of Energy in Three Dimensions, 4. Gravity, 5. Momentum, 6. The Center of Mass Frame, 7. Collisions, 8. Inherently Inelastic Processes. The Lagrangian Method: 1. The Euler-Lagrange Equations, 2. The Principle of Stationary Action, 3. Forces of Constraint, 4. Change of Coordinates, 5. Conservation Laws, 6. Noether’s Theorem, 7. Small Oscillations, 8. Other Applications. Central Forces: 1. Conservation of Angular Momentum, 2. The Effective Potential, 3. Solving The Equations of Motion, 4. Gravity, Kepler’s Laws. Angular Momentum Part I: 1. Pancake Object in x-y Plane, 2. Non-Planar Objects, 3. Calculating Moments of Inertia, 4. Torque, 5. Collisions, 6. Angular Impulse. Angular Momentum Part II: 1. Preliminaries Concerning Rotations, 2. The Inertia Tensor, 3. Principal Axes, 4. Two Basic Types of Problems, 5. Euler’s Equations, 6. Free Symmetric Top, 7. Heavy Symmetric Top. Accelerated Frames of Reference: 1. Relating the Coordinates, 2. The Fictitious Forces, 3. Tides.
Capaian Pembelajaran
Gasal 2021/2022
Kelas-Offr:
B-B
Deskripsi:
Strategies for Solving Problems: 1. General Strategies, 2. Units, Dimensional Analysis, 3. Approximations, Limiting Cases, 4. Solving Differential Equations Numerically. Statics: 1. Balancing Forces, 2. Balancing Torques. Using F = ma: 1. Newton’s Laws, 2. Free-body Diagrams, 3. Solving Differential Equations, 4. Projectile Motion, 5. Motion in Plane, Polar Coordinates. Conservation of Energy and Momentum: 1. Conservation of Energy in One Dimension, 2. Small Oscillations, 3. Conservation of Energy in Three Dimensions, 4. Gravity, 5. Momentum, 6. The Center of Mass Frame, 7. Collisions, 8. Inherently Inelastic Processes. The Lagrangian Method: 1. The Euler-Lagrange Equations, 2. The Principle of Stationary Action, 3. Forces of Constraint, 4. Change of Coordinates, 5. Conservation Laws, 6. Noether’s Theorem, 7. Small Oscillations, 8. Other Applications. Central Forces: 1. Conservation of Angular Momentum, 2. The Effective Potential, 3. Solving The Equations of Motion, 4. Gravity, Kepler’s Laws. Angular Momentum Part I: 1. Pancake Object in x-y Plane, 2. Non-Planar Objects, 3. Calculating Moments of Inertia, 4. Torque, 5. Collisions, 6. Angular Impulse. Angular Momentum Part II: 1. Preliminaries Concerning Rotations, 2. The Inertia Tensor, 3. Principal Axes, 4. Two Basic Types of Problems, 5. Euler’s Equations, 6. Free Symmetric Top, 7. Heavy Symmetric Top. Accelerated Frames of Reference: 1. Relating the Coordinates, 2. The Fictitious Forces, 3. Tides.
Capaian Pembelajaran
- Menguasai representasi matematis body of knowledge mekanika partikel dan benda tegar dan menerapkannya untuk menyelesaikan permasalahan fisika yang terkait secara tepat dan kreatif.
- Morin, D., 2007, Introduction to Classical Mechanics with Problems and Solutions, New York: Cambridge University Press.
- Wells, D.A, 1967, Schaum’s Outline of Theory and Problems of Lagrangian Dynamics, New York: McGraw-Hill, Inc.
- Fowles G. R., dan Cassiday, G. L., 2005, Analytical Mechanics, California: Thomson Brooks/Cole.
- Spiegel, M. R., 1982, Schaum’s Outline of Theory and Problems of Theoretical Mechanics, Singapore: McGraw-Hill Book Co.
- Arya, A. P., 1998, Introduction to Classical Mechanics, New Jersey: Prentice Hall.
- Teacher: Purbo Suwasono