KnowraCarnot's theoremLinked fromLinked fromThe 16 pages that link to Carnot's theorem, each with the reason it gives.All 16Broader topic 2Related 13Compared with 1Second law of thermodynamicsRelated: It turns the second law into a precise upper bound on engine efficiency.Carnot cycleRelated: It generalizes the cycle's efficiency limit to all engines using the same reservoir temperatures.Thermal efficiencyRelated: It sets a universal ceiling on thermal efficiency from the reservoirs' temperatures.Reversible processRelated: It uses reversibility to establish the greatest possible efficiency for a specified pair of reservoir temperatures.Thermodynamic cycleRelated: It sets an upper bound on the efficiency of every heat-engine cycle.Thermodynamic temperatureRelated: It shows why reservoir temperature ratios can be defined without specifying a working substance.Heat engineRelated: It states the universal ceiling against which practical heat engines are compared.Irreversible processRelated: It quantifies the performance limit imposed by irreversible operation.Miquel pointCompared with: It offers a related incidence criterion, but concerns conics rather than circle concurrence.Caloric theoryBroader topic: The theorem survived the abandonment of the caloric interpretation behind Carnot’s reasoning.Clausius theoremRelated: It follows from applying the cyclic inequality to competing engines.Ericsson cycleRelated: It explains why the reversible Ericsson cycle's efficiency cannot surpass Carnot's.Bottema's theoremRelated: It is a closely related concurrency result for side-based perpendicular constructions.Carnot heat engineRelated: It makes the ideal engine a benchmark independent of its working substance.Japanese theoremRelated: It illustrates a neighboring style of circle geometry built from sums associated with triangle parts.Nicolas Léonard Sadi CarnotBroader topic: It expresses the limit on heat-engine performance derived from Carnot’s reasoning.
KnowraCarnot's theoremLinked fromLinked fromThe 16 pages that link to Carnot's theorem, each with the reason it gives.All 16Broader topic 2Related 13Compared with 1Second law of thermodynamicsRelated: It turns the second law into a precise upper bound on engine efficiency.Carnot cycleRelated: It generalizes the cycle's efficiency limit to all engines using the same reservoir temperatures.Thermal efficiencyRelated: It sets a universal ceiling on thermal efficiency from the reservoirs' temperatures.Reversible processRelated: It uses reversibility to establish the greatest possible efficiency for a specified pair of reservoir temperatures.Thermodynamic cycleRelated: It sets an upper bound on the efficiency of every heat-engine cycle.Thermodynamic temperatureRelated: It shows why reservoir temperature ratios can be defined without specifying a working substance.Heat engineRelated: It states the universal ceiling against which practical heat engines are compared.Irreversible processRelated: It quantifies the performance limit imposed by irreversible operation.Miquel pointCompared with: It offers a related incidence criterion, but concerns conics rather than circle concurrence.Caloric theoryBroader topic: The theorem survived the abandonment of the caloric interpretation behind Carnot’s reasoning.Clausius theoremRelated: It follows from applying the cyclic inequality to competing engines.Ericsson cycleRelated: It explains why the reversible Ericsson cycle's efficiency cannot surpass Carnot's.Bottema's theoremRelated: It is a closely related concurrency result for side-based perpendicular constructions.Carnot heat engineRelated: It makes the ideal engine a benchmark independent of its working substance.Japanese theoremRelated: It illustrates a neighboring style of circle geometry built from sums associated with triangle parts.Nicolas Léonard Sadi CarnotBroader topic: It expresses the limit on heat-engine performance derived from Carnot’s reasoning.