Linked from

The 34 pages that link to Conservation of mass, each with the reason it gives.

• Fluid mechanicsRelated: Its fluid-flow form constrains how velocity and density vary through space and time.

• Chemical reactionRelated: It explains why balanced reactions contain the same atoms on both sides.

• Shock waveRelated: Mass continuity constrains the flow entering and leaving a shock.

• Antoine LavoisierRelated: Lavoisier’s precise weighing experiments helped establish this principle as a foundation of chemistry.

• John DaltonRelated: This law fit Dalton’s view that reactions rearrange atoms rather than create or destroy them.

• Fick's laws of diffusionRelated: Particle conservation turns spatial differences in flux into concentration change.

• Mikhail LomonosovRelated: Lomonosov argued that matter is conserved in chemical transformations.

• Chemical equationRelated: It explains why a chemical equation must account for every atom.

• Phlogiston theoryRelated: Careful mass measurements exposed the mismatch between material gain and supposed phlogiston loss.

• Flow conservationRelated: Mass-flow models apply vertex balance to material entering and leaving junctions.

• Mass fractionRelated: It supports mass-fraction calculations when mixtures are transformed or combined.

• Chemical decompositionRelated: Decomposition rearranges atoms; it does not eliminate them.

• History of chemistryRelated: Precise mass measurements made this principle central to Lavoisier’s chemical reforms.

• Chemical RevolutionRelated: Quantitative reaction analysis made conservation of mass a central chemical principle.

• Isolated systemRelated: An isolated system also prevents mass from crossing its boundary.

• Law of definite proportionsRelated: Mass conservation supports quantitative accounting of elements in compound formation.

• Dalton's atomic theoryRelated: Dalton explained this law by treating reactions as rearrangements of atoms, not their creation or destruction.

• Reynolds transport theoremRelated: It is the theorem’s simplest extensive-property application.

• Cauchy momentum equationRelated: Together with mass conservation, the momentum balance yields the conservative form.

• Multiphase flowRelated: Each phase needs a mass balance that accounts for transport and interphase transfer.

• Betz's lawRelated: It connects the slower flow at the rotor to the expanding wake.

• Chemistry educationRelated: It anchors students' explanations of reactions and balancing chemical equations.

• Lagrangian flow fieldRelated: Particle-following descriptions express mass conservation through changes in parcel volume and density.