Classical Mechanics
-10%
portes grátis
Classical Mechanics
A Computational Approach with Examples Using Mathematica and Python
Kulp, Christopher W.; Pagonis, Vasilis
Taylor & Francis Ltd
11/2020
440
Dura
Inglês
9781138495173
15 a 20 dias
1000
Descrição não disponível.
1. Foundations of Motion and Computation. Single-Particle Motion in One Dimesnison. 3. Motion in Two and Three Dimensions. 4. Momentum, Angular Momentum, and Multi-Particle Systems. 5. Energy. 6. Harmonic Oscillations. 7. The Calculus of Variations. 8. Lagrangian and Hamiltonian Dynamics. 9. Central Forces and Planetry Motions. 10. Motion in Non-Inertial Reference Frames. 11. Rigid Body Motion. 12. Coupled Oscillations. 13. Nonlinear Systems
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Ordinary Differential Equation;Damped Harmonic Oscillator;Mechanics;Angular Momentum;Classical dynamics;Equilibrium Point;Dynamics;Euler Method;Fundamentals of mechanics;Euler Lagrange Equations;Fundamentals of dynamics;Mathematica Code;Introduction to mechanics;Continuous Mass Distribution;Inertial Frames;Python programs;CAS;Computer algebra systems;Angular Velocity;Classical mechanics;Total Mechanical Energy;Computer programming;Generalized Coordinates;SHO;Reference Frame;Noninertial Frame;Inertial Reference Frames;Inertia Tensor;Phase Portrait;Rotation Axis;RLC Circuit;Homoclinic Orbit;Poincar Section;Double Pendulum;Parallel Axis Theorem
1. Foundations of Motion and Computation. Single-Particle Motion in One Dimesnison. 3. Motion in Two and Three Dimensions. 4. Momentum, Angular Momentum, and Multi-Particle Systems. 5. Energy. 6. Harmonic Oscillations. 7. The Calculus of Variations. 8. Lagrangian and Hamiltonian Dynamics. 9. Central Forces and Planetry Motions. 10. Motion in Non-Inertial Reference Frames. 11. Rigid Body Motion. 12. Coupled Oscillations. 13. Nonlinear Systems
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Ordinary Differential Equation;Damped Harmonic Oscillator;Mechanics;Angular Momentum;Classical dynamics;Equilibrium Point;Dynamics;Euler Method;Fundamentals of mechanics;Euler Lagrange Equations;Fundamentals of dynamics;Mathematica Code;Introduction to mechanics;Continuous Mass Distribution;Inertial Frames;Python programs;CAS;Computer algebra systems;Angular Velocity;Classical mechanics;Total Mechanical Energy;Computer programming;Generalized Coordinates;SHO;Reference Frame;Noninertial Frame;Inertial Reference Frames;Inertia Tensor;Phase Portrait;Rotation Axis;RLC Circuit;Homoclinic Orbit;Poincar Section;Double Pendulum;Parallel Axis Theorem
