| Literature DB >> 20398287 |
Abstract
Experimental reality in molecular and cell biology, as revealed by advanced research technologies and methods, is manifestly inconsistent with the design perspective on the cell, thus creating an apparent paradox: where do order and reproducibility in living systems come from if not from design? I suggest that the very idea of biological design (whether evolutionary or intelligent) is a misconception rooted in the time-honored and thus understandably precious error of interpreting living systems/organizations in terms of classical mechanics and equilibrium thermodynamics. This error, introduced by the founders and perpetuated due to institutionalization of science, is responsible for the majority of inconsistencies, contradictions, and absurdities plaguing modern sciences, including one of the most startling paradoxes - although almost everyone agrees that any living organization is an open nonequilibrium system of continuous energy/matter flow, almost everyone interprets and models living systems/organizations in terms of classical mechanics, equilibrium thermodynamics, and engineering, i.e., in terms and concepts that are fundamentally incompatible with the physics of life. The reinterpretation of biomolecules, cells, organisms, ecosystems, and societies in terms of open nonequilibrium organizations of energy/matter flow suggests that, in the domain of life, order and reproducibility do not come from design. Instead, they are natural and inevitable outcomes of self-organizing activities of evolutionary successful, and thus persistent, organizations co-evolving on multiple spatiotemporal scales as biomolecules, cells, organisms, ecosystems, and societies. The process of self-organization on all scales is driven by economic competition, obeys empirical laws of nonequilibrium thermodynamics, and is facilitated and, thus, accelerated by memories of living experience persisting in the form of evolutionary successful living organizations and their constituents.Entities:
Mesh:
Year: 2010 PMID: 20398287 PMCID: PMC2867811 DOI: 10.1186/1742-4682-7-12
Source DB: PubMed Journal: Theor Biol Med Model ISSN: 1742-4682 Impact factor: 2.432
Figure 1The concept of the energy landscape. A) As a ball rolling down a rugged landscape under the force of gravity strives to minimize its potential energy, a folding protein structure descending a virtual energy landscape strives to minimize a thermodynamic potential called the Gibbs free energy. The "real" energy landscape of a protein is highly multidimensional; however, many qualitative properties of the protein folding process such as, for example, multiplicity of folding pathways and intermediate energy minima or "traps" in which a partially folded structure may become stuck on its way to the bottom of the landscape are conveniently captured and visualized in low-dimensional sections of the energy landscape, as shown here. (Reprinted with permission from Ken Dill, http://www.dillgroup.ucsf.edu/). B) The bottom of the energy landscape, which corresponds to a native (folded) structure, is a rugged landscape in itself, meaning that any native protein structure exists in solution as a population of interconverting conformational states that are separated by energy barriers of varying heights. The latter define the probabilities and thus rates of interconversions. Interconversions on timescales of microseconds and slower usually correspond to large-scale collective (domain) motions within the protein structure, which are relatively rare. Loop motions and side-chain rotations typically occur on timescales of pico- to microseconds, while atom fluctuations occur on timescales of picoseconds and faster.
Figure 2The Benard instability. Establishing an increasing vertical temperature gradient (ΔT) across a thin layer of liquid leads to heat transfer through the layer by conduction (organizational state #1). Upon reaching a certain critical value of temperature gradient (ΔTC), an organizational state transition takes place within the liquid layer and conduction is replaced by convection (organizational state #2), leading to a stepwise increase in the rate of heat transfer through the layer. The organizational state #2 (i.e., convection) is a more ordered state (higher negative entropy) than the organizational state #1 (i.e., conduction), and, thus, it requires a higher rate of energy/matter flow through the system for its maintenance. The organizational state #2 (convection) will relax into the organizational state #1 (conduction) upon decreasing temperature gradient (not shown). The Benard instability is an example of a nonequilibrium nonliving system displaying a number of the universal (self-) organizational law-like patterns shared by all nonequilibrium system, including living organizations/systems, broadly defined (see discussion in the text). Reproduced from [20].