Linked from

The 75 pages that link to Conservation of energy, each with the reason it gives.

• Orbital mechanicsRelated: Specific orbital energy distinguishes bound ellipses from parabolic and hyperbolic paths.

• Continuity equationRelated: It is a separate balance law; mass continuity alone does not determine energy changes.

• VoltageRelated: Voltage accounts for electrical energy transferred as charge moves through sources and components.

• Hermann von HelmholtzRelated: Helmholtz helped establish this principle through his 1847 treatise on force conservation.

• Shock waveRelated: Energy balance connects heating and compression across the shock front.

• Potential energyRelated: Potential energy converts to other forms while the system's total energy is conserved.

• Inverse-square lawRelated: Radiated power remains constant as it crosses successive spheres in a lossless setting.

• Kinetic energyRelated: Kinetic energy can be converted into other forms while total energy is conserved.

• Kirchhoff's circuit lawsRelated: It underlies the balance of energy gains and losses around a circuit loop.

• Escape velocityRelated: It connects launch kinetic energy to the work needed to reach infinity.

• JouleRelated: Joules provide a common measure for tracking energy across transformations.

• 1973 oil crisisRelated: Fuel shortages and high prices encouraged conservation measures in many countries.

• Mass–energy equivalenceRelated: Mass-to-energy conversion preserves total energy rather than creating energy from nothing.

• Two-body problemRelated: Energy determines whether the relative orbit is bound or unbound.

• Three-body problemRelated: Total mechanical energy constrains possible three-body trajectories without determining them uniquely.

• BremsstrahlungRelated: It constrains how a scattering electron’s energy is divided between recoil and emitted radiation.

• Inclined planeRelated: It explains why reduced input force requires greater travel distance in an ideal ramp.

• N-body simulationRelated: Energy drift is a standard diagnostic of numerical error in gravitational integrations.

• Power (physics)Related: Power describes transfers and transformations without violating energy conservation.

• Four-momentumRelated: It is the time-component consequence of four-momentum conservation in a chosen inertial frame.

• Waste heatRelated: Reducing required input can also reduce the heat ultimately rejected.

• Daylight saving timeRelated: Reducing evening lighting demand was an original rationale, though measured savings vary.

• Microcanonical ensembleRelated: Its fixed-energy condition confines accessible states to a single energy value or narrow shell.

• Substance dualismRelated: Critics ask whether mental causation would alter physical energy in a closed body.

• Countercurrent heat exchangeRelated: Heat gained by one stream is balanced by heat lost from the other, apart from environmental losses.

• DraftingRelated: Lower aerodynamic resistance lets a follower save effort for later in a race.

• Fourier's lawRelated: It converts the local flux relation into an equation for temperature evolution.

• Energy consumptionRelated: It lowers consumption without necessarily changing equipment efficiency.

• Lenz's lawRelated: Without the opposing response, induction could produce energy without external work.

• Inelastic scatteringRelated: The apparent energy loss of a scattered projectile becomes energy gained by the target or emitted products.

• Isolated systemRelated: With no energy crossing the boundary, the system's total energy remains constant.

• Perpetual motionRelated: A machine cannot deliver energy indefinitely without an equivalent source.

• Richard ThalerRelated: Social comparisons and feedback illustrate behavioral interventions beyond financial decisions.

• 1970s energy crisisRelated: Shortages and high prices made efficiency and reduced consumption urgent goals.

• Arthur ComptonRelated: The energy lost by the scattered photon equals the energy gained by the recoiling electron.

• Auger effectRelated: It sets the emitted Auger electron’s kinetic energy from the participating atomic levels.

• Classical physicsRelated: It constrains classical processes across mechanics, fields, and thermodynamics.

• Hamiltonian systemRelated: An autonomous Hamiltonian remains constant along its trajectories.

• Bungee jumpingRelated: Gravitational potential energy becomes motion, cord strain, heat, and sound during the jump.

• FrugalityRelated: Using less electricity or fuel can lower costs and reduce resource consumption.

• William John Macquorn RankineRelated: Rankine’s theory of heat engines relied on treating heat and work as transformations of energy.

• BKS theoryRelated: BKS made its event-level status experimentally testable by proposing only statistical conservation.

• Carl Wilhelm SiemensRelated: Fuel savings from regenerative furnaces showed how industrial design could conserve energy.

• Decay energyRelated: Released energy appears in the products’ motion, radiation, and internal excitation.

• Galilean invarianceRelated: Time-translation symmetry, compatible with Galilean invariance, underlies energy conservation.

• Tellegen's theoremRelated: The power identity is consistent with energy conservation, though it follows from network laws alone.

• Ludwig BüchnerRelated: Büchner used conservation laws to argue that nature requires no supernatural source of force.

• PandeismRelated: The idea of a creator transforming into the universe raises questions about what “becoming” means physically.

• Quantum tunnellingRelated: Tunnelling does not require a particle to borrow energy to cross the barrier.

• Thermal engineeringRelated: It requires accounting for every input, output, and stored quantity in thermal designs.