Category:Classical mechanics

C

• ► Celestial mechanics‎ (7 C, 37 P)
• ► Continuum mechanics‎ (4 C, 104 P)

F

• ► Fictitious forces‎ (7 P)
• ► Friction‎ (3 C, 7 P)

H

• ► Hamiltonian mechanics‎ (43 P)

L

• ► Lagrangian mechanics‎ (27 P)

R

• ► Rigid bodies mechanics‎ (2 C)
• ► Rotation‎ (6 C, 30 P)

R cont.

• ► Rotation in three dimensions‎ (2 C, 26 P)

Σ

• ► Classical mechanics stubs‎ (1 C, 56 P)

• Classical mechanics

A

• Absolute time and space
• Adiabatic invariant
• Analytical dynamics
• Anharmonicity
• Anti-vibration compound
• Appell's equation of motion
• Area density

B

• Berry connection and curvature
• Bertrand's theorem
• Binet equation
• Bohr–van Leeuwen theorem
• Bonnet's theorem
• Brownian dynamics
• Bucket argument

C

• Capacitor analogy
• Center of mass
• Center-of-momentum frame
• Centers of gravity in non-uniform fields
• Central force
• Circular motion
• Classical central-force problem
• Classical Mechanics (book)
• Coefficient of restitution
• Complex harmonic motion
• Configuration space
• Conjugate variables
• Constant of motion
• Constraint (classical mechanics)
• Coriolis effect
• Cotes's spiral

D

• D'Alembert's principle
• Damping matrix
• Damping torque

E

• Efimov effect
• Elastic collision
• Elastic energy
• Equations of motion
• Euler's laws of motion
• Exact solutions of classical central-force problems

F

• Falling cat problem
• Few-body systems
• Fictitious force
• First class constraint
• Force
• Free body
• Free motion equation
• Free particle
• Friction
• Fundamental lemma of calculus of variations

G

• Galilean invariance
• Gauss's principle of least constraint
• Generalized forces
• Generating function (physics)
• Geometric phase
• Gravitational two-body problem

H

• Hamiltonian mechanics
• Hannay angle
• Helmholtz theorem (classical mechanics)
• Hertz's principle of least curvature
• History of classical mechanics
• Hodograph
• Holonomic constraints

I

• Impact parameter
• Impulse (physics)
• Inelastic collision
• Inertia
• Inertial frame of reference
• Initial stability
• Instant centre of rotation

J

• Jerk (physics)
• Jet force
• Johnsen–Rahbek effect

K

• Kepler problem
• Kinematic chain
• Kinematic diagram
• Kinematics
• Kirchhoff equations
• Koopman–von Neumann classical mechanics

L

• Lame's stress ellipsoid
• Langevin dynamics
• Laplace–Runge–Lenz vector
• Linear motion
• Liouville dynamical system
• List of equations in classical mechanics

M

• Mass
• Mass flow meter
• Mass vector
• McGehee transformation
• Mean speed theorem
• Mechanical similarity
• Modified Newtonian dynamics
• Mohr's circle
• Momentum curtain
• Monogenic system
• Motion graphs and derivatives

N

• N-body choreography
• N-body problem
• Newton's laws of motion
• Newton's theorem of revolving orbits

N cont.

• Newton-second
• Newtonian dynamics
• Newtonian material
• Non-autonomous mechanics
• Non-autonomous system (mathematics)
• Non-inertial reference frame
• Nonholonomic system
• Normal mode

P

• Perpendicular axis theorem
• Physics of firearms
• Point particle
• Positive pressure
• Potential well
• Primary constraint

R

• Reaction (physics)
• Relative velocity
• Relativistic system (mathematics)
• Reversible dynamics
• Rheonomous
• Roberval balance
• Roll center
• Roll moment
• Rolling resistance
• Rotary inertia
• Rotating reference frame
• Rotating spheres
• Rotation
• Routhian

S

• Scleronomous
• Simple harmonic motion
• Sliding (motion)
• Soft body dynamics
• Specific impulse
• Startup winding
• Strain rate
• Stress (mechanics)
• Stress field
• Stretch rule
• Support polygon
• Surface force
• System-specific impulse

T

• Tennis racket theorem
• Theory of impetus
• Three-body problem
• Tippe top
• Translational symmetry
• Two-body problem

V

• Variable-mass system
• Virtual displacement