A steady state is a state whose observable description is independent of time. In a transport problem it can sustain nonzero fluxes even though local fields remain time independent.
Ancestors (4)
Incoming links (140)
- Barkai-Leibler model
- Chapman ozone equilibrium
- Differential pumping
- Dirichlet uniqueness for variable-conductivity heat conduction
- Double heterostructure laser
- Electrical impedance
- Electrical reactance
- Evaporative water loss
- Fourier's law
- Fourth-power thermal boundary model
- Glucose clamp technique
- I1 incoherent feed-forward loop
- Insulated steady heat balance
- Joule heating
- Kamerlingh Onnes's 1908 helium liquefaction experiment
- Kapitza thermal boundary experiment
- Magnetic bending in an incompressible disk
- Maser oscillation threshold
- Material conservation of cross-helicity density
- Metabolic network
- Morphogen gradient
- Morphogen reaction-diffusion equation
- Morphogen response threshold
- Morphogen source-diffusion-degradation model
- Oxygen-limited autoxidation
- Passive dendritic cable
- Passive membrane response in current clamp
- Passive spatial and conductance integration
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- P-body
- Perfect adaptation
- Photoevaporative gap opening
- Reference-bath thermometer comparison
- Reversible receptor phosphorylation model
- Single-pass flow-through leach test
- Slab conduction with exponentially decaying heat generation
- Steady periodic thermal state
- Steady photoevaporating-disk mass flux
- Steady-state asymptotic fluctuation theorem
- Steady states of an affine Bloch equation
- Steady viscous disk supplied by a radial source
- Stoichiometric matrix
- Synaptic potential
- Thermal boundary resistance
- Thermal conduction
- Thermal diffusivity
- Thermal equilibrium
- Thermodynamic equilibrium
- Thermometer
- Three-state cyclic conversion model
- Tumour angiogenesis
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The term "steady state" is used in various fields such as physics, engineering, biology, economics, and more, and it generally refers to a condition in which variables within a system remain constant over time despite ongoing processes or changes in other conditions.