Linked from

The 89 pages that link to Newton's laws of motion, each with the reason it gives.

• Center of massRelated: The net external force determines center-of-mass acceleration through the system’s total mass.

• Kepler's laws of planetary motionRelated: Combined with gravitation, they turn Kepler's empirical patterns into consequences of dynamics.

• Classical mechanicsRelated: They provide the direct force-based rules for predicting motion.

• Ordinary differential equationRelated: Newton’s second law often becomes an ODE for position or velocity over time.

• VelocityRelated: The laws predict how forces change velocity.

• Virial theoremRelated: Applying the laws to particle positions and forces produces the virial identity.

• Work (physics)Related: They explain how forces produce the acceleration involved in many work calculations.

• Initial conditionRelated: Given forces, an object's initial position and velocity determine its subsequent trajectory.

• Three-body problemRelated: Combined with gravity, they yield the equations for each body's acceleration.

• Axial precessionRelated: They provide the mechanics needed to derive precession from gravitational torque.

• Equilibrium pointRelated: The second law makes zero net force equivalent to zero acceleration.

• Ballistic trajectoryRelated: They describe how gravitational and aerodynamic forces change a projectile’s velocity.

• Rotating reference frameRelated: Their usual form in rotating coordinates requires adding apparent forces.

• Philosophical Transactions of the Royal SocietyRelated: Early journal issues carried Newton’s work that contributed to the development of classical mechanics.

• Mechanical equilibriumRelated: The second law connects zero net force with zero linear acceleration.

• Fictitious forceRelated: Fictitious forces let these laws retain their usual form in an accelerating frame.

• FulcrumRelated: They explain how forces and torques affect a supported lever.

• Absolute space and timeRelated: They express motion within Newton’s framework of absolute space and time.

• AeronauticsRelated: They describe how thrust, drag, lift, and weight change aircraft motion.

• ProjectileRelated: They connect the forces on a projectile to its acceleration and changing velocity.

• Standard gravityRelated: The relation between force and mass makes a reference gravitational acceleration useful in defining force units.

• XMM-NewtonRelated: The observatory's name honors Isaac Newton, whose work transformed physics and astronomy.

• AirplaneRelated: They explain how thrust, lift, drag, and weight change an airplane’s motion.

• Kepler's second lawRelated: Combined with gravity, they derive Kepler's area rule from zero torque about the Sun.

• MechanicsRelated: They connect force to changes in motion in classical mechanics.

• Non-inertial reference frameRelated: Their usual form applies directly in inertial frames, not this one.

• Kepler orbitRelated: Together with gravity, they determine how an orbiting body's position changes over time.

• Thrust vectoringRelated: They explain how redirected engine force accelerates and rotates a vehicle.

• Galilean invarianceRelated: Their usual form is preserved by Galilean transformations.

• Physical objectRelated: They connect an object's mass and motion to the forces acting on it.

• Rocking horseRelated: A rider’s pushes and weight shifts supply the forces that start and sustain rocking.

• Theoretical mechanicsRelated: They provide the force-based foundation for classical mechanical models.

• AeromechanicsRelated: They connect aerodynamic loads to aircraft acceleration and rotation.

• Interactions and forcesRelated: They connect net force to changes in motion in the classical framework.

• Newton's theorem of revolving orbitsRelated: The theorem uses Newton's force and acceleration framework to obtain its orbit.