Linked from

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

• Isaac NewtonBroader topic: Newton stated these laws as the core rules governing mechanical motion.

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

• Schrödinger equationCompared with: They predict definite trajectories, unlike the equation’s evolution of quantum states.

• TorqueNarrower topic: Torque extends the force-and-motion framework to rotational dynamics.

• 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.

• Molecular dynamicsNarrower topic: Classical molecular dynamics advances atomic positions by applying these laws.

• Newtonian mechanicsBroader topic: They provide the framework’s rules for how forces change motion.

• Projectile motionNarrower topic: The model follows from applying the laws to gravity as the dominant force.

• VelocityRelated: The laws predict how forces change velocity.

• BiomechanicsNarrower topic: They provide the basic relationships used to analyze forces and movement in organisms.

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

• Centrifugal forceNarrower topic: Centrifugal force is added to Newton's second law when applying it in a rotating frame.

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

• Conservation of momentumNarrower topic: The momentum principle is a system-level consequence of Newtonian dynamics.

• Newtonian gravityNarrower topic: Gravity acts as a force within this broader framework of motion.

• BallisticsNarrower topic: They provide the force-and-motion framework for projectile dynamics.

• Centripetal forceNarrower topic: The force concept follows from applying these laws to circular trajectories.

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

• KinematicsCompared with: They connect observed acceleration to its causes, extending beyond kinematic description.

• Two-body problemNarrower topic: They turn mutual gravitational forces into equations for both bodies’ motion.

• 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.

• Coriolis forceNarrower topic: The apparent force is needed to apply Newton’s laws in rotating coordinates.

• Philosophiæ Naturalis Principia MathematicaBroader topic: They provide the treatise’s basic rules for translating forces into motion.

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

• Normal forceNarrower topic: The normal force is one term in the net force that determines acceleration.

• Free-body diagramNarrower topic: They turn the forces drawn on the isolated object into equations of motion.

• Vehicle dynamicsNarrower topic: They provide the force-and-motion framework used to model vehicles.

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

• Foucault pendulumNarrower topic: The pendulum’s persistence in its swing direction follows from Newton’s account of inertia.

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

• TurbojetNarrower topic: The engine's thrust follows from momentum transfer described by these laws.

• Circular motionNarrower topic: They explain why continued inward net force is necessary for a curved trajectory.

• Hamilton–Jacobi equationCompared with: They describe motion directly, while the Hamilton–Jacobi equation encodes it through a scalar action.

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

• Roller coasterNarrower topic: They explain acceleration, braking, and the forces riders experience.

• Static equilibriumNarrower topic: The first law describes motion when the net force is zero.

• TakeoffNarrower topic: They explain why pushing against the ground accelerates the athlete upward.

• Aerodynamic liftNarrower topic: A wing deflects air downward; the air’s momentum change corresponds to an upward force on the wing.

• StaticsNarrower topic: Statics applies Newton's laws when zero acceleration makes the net force zero.

• D'Alembert's principleNarrower topic: The principle rewrites Newton's second law as a virtual-work balance.

• PhysicsBroader topic: They predict motion when speeds and gravitational fields are modest.

• Sports biomechanicsNarrower topic: Provide the basic rules for analyzing acceleration, impact, and momentum in sport.

• Elastic collisionNarrower topic: They describe how contact forces change each body's motion during impact.

• Impact forceNarrower topic: The second law connects impact force with acceleration and changing momentum.

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

• RamjetNarrower topic: They provide the momentum framework for understanding thrust and vehicle acceleration.

• Static frictionNarrower topic: They determine how friction combines with other forces to prevent acceleration.