Lifespan Metabolic Potential of the Unicellular Organisms Expressed by Boltzmann Constant, Absolute Temperature and Proton Mass

摘要

The unicellular organisms and phages are the first appeared fundamental living organisms on the Earth. The total metabolic energy (E_(1s), J) of these organisms can be expressed by their lifespan metabolic potential (A_(1s), J/kg) and body mass (M, kg): E_(1s)=A_(1s) M. In this study we found a different expression - by Boltzmann's constant (k, J/K), nucleon mass (m_(p+), kg) of protons (and neutrons), body mass (M, kg) of organism or mass (M_s) of biomolecules (proteins, nucleotides, polysaccharides and lipids) building organism, and the absolute temperature (T, K). The found equations are: E_(1s)=(M/m_(p+))kT for phages and E_(1s)=M_s/m_(p+))kT for the unicellular organisms. From these equations the lifespan metabolic potential can be expressed as: A_(1s)=E_(1s)/M=(k/m_(p+)T for phages and A_(1s)=E_(1s)/M=(k/3.3m_(p+))T for unicellular organisms. The temperature-normated lifespan metabolic potential (A_(1s)/T, J/Kkg) is equals to the ratio between Boltzmann's constant and nucleon mass: A_(1s)/T=k/m_(p+) for phages and A_(1s)/T=k/3.3m_(p+) for unicellular organisms. The numerical value of the k/m_(p+) ratio is equals to 8.254×10~3 J/K'kg, and the numerical value of k/3.3m_(p+) ratio is equal to 2.497×10~3 J/Kkg. These values of temperature-normated lifespan metabolic potential could be considered fundamental for the unicellular organisms.