disequilibrium_life

    Caption: The Sun-space-biosphere (SSB) system.

    Overall the SSB system is NOT in thermodynamic equilibrium and is NOT quasistatic. However, the component subsystems are one or the other if they defined small enough: small enough layers of the Sun, small enough layers of the Earth's atmosphere, small enough parts of living living organisms, etc.

    One can understand and analyze the SSB system by considering the energy flows between the component subsystems. Each flow tends to increase entropy overall.

    The short version analysis of the SSB system:

    1. The 2nd law of thermodynamics states that a closed system (thermodynamics) will increase in entropy until it reaches maximum entropy which is the state of thermodynamic equilibrium. The closed system (thermodynamics) will NOT evolve further. At the macroscopic scale, it has reached a timeless state which CANNOT support life.

    2. Life requires an open system (thermodynamics) with inputs of LOW entropy energy in order to sustain the continuing cycles of life: respiration, the circulatory system, metabolism, the circadian rhythm reproduction, evolution, etc.

    3. Of course, to remain in steady state and NOT heat up, all the LOW entropy energy that enters the open system (thermodynamics) must leave in the form of HIGH entropy energy.

    4. In the case of the Earth's biosphere, the LOW entropy energy input is sunlight (which is mainly in the visible band (fiducial range 0.4--0.7 μm)) and the HIGH entropy energy output is mainly infrared light (0.7 μm -- 0.1 cm) radiated by Earth including the Earth's atmosphere.

    5. Actually, describing the energy as LOW or HIGH entropy is tricky in this case of the energy flow from Sun via Earth to interstellar space because one does NOT have thermodynamic equilibrium states all along the energy flow path. Suffice it to say that the photons are low entropy in the Sun where they are at high density (i.e., highly ordered) and HIGH entropy when they escape from the Earth to interstellar space where they are at low density (i.e., highly disordered).

    Credit/Permission: © David Jeffery, 2003 / Own work.
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