Interrelationships between mitochondrial fusion, energy metabolism and oxidative stress during development in Caenorhabditis elegans.

Mitochondria are known to be dynamic structures with the energetically and enzymatically mediated processes of fusion and fission responsible for maintaining a constant flux. Mitochondria also play a role of reactive oxygen species production as a byproduct of energy metabolism. In the current study, interrelationships between mitochondrial fusion, energy metabolism and oxidative stress on development were explored using a fzo-1 mutant defective in the fusion process and a mev-1 mutant overproducing superoxide from mitochondrial electron transport complex II of Caenorhabditis elegans. While growth and development of both single mutants was slightly delayed relative to the wild type, the fzo-1;mev-1 double mutant experienced considerable delay. Oxygen sensitivity during larval development, superoxide production and carbonyl protein accumulation of the fzo-1 mutant were similar to wild type. fzo-1 animals had significantly lower metabolism than did N2 and mev-1. These data indicate that mitochondrial fusion can profoundly affect energy metabolism and development.

Decline in oxygen consumption correlates with lifespan in long-lived and short-lived mutants of Caenorhabditis elegans.

In humans, the basal energy metabolism is thought to decline linearly with age. On the other hand, in the nematode Caenorhabditis elegans, two research groups reported independently that it declined exponentially. In this study, furthermore, we used various lifespan-mutant strains to determine whether the previous conclusion is more likely to be true. We can indirectly estimate the metabolic energy by conveniently measuring the oxygen consumption rates of C. elegans using an optical apparatus. From the profile of respiratory rates as a function of age, we can quantitatively isolate the physiological decline rate, lambda, that exponentially represents the decay rate of respiratory activity with age. In addition, quantitative analysis indicates that the respiratory activity of worms has a finite value in advanced age. We also show that the maximum and mean lifespans strongly correlate with the reciprocal of the lambda. These findings offer crucial biochemical evidence for a molecular mechanism at work in biological aging. Consequently, we here propose a mechanism based on a chemical reaction and offer a definition of the physiological decline rate and the finiteness of respiratory activity in advanced age.

Analyzing observed or hidden heterogeneity on survival and mortality in an isogenic C. elegans cohort.

It is generally difficult to understand the rates of human mortality from biological and biophysical standpoints because there are no cohorts or genetic homogeneity; in addition, information is limited regarding the various causes of death, such as the types of accidents and diseases. Despite such complexity, Gompertz's rule is useful in humans. Thus, to characterize the rates of mortality from a demographic viewpoint, it would be interesting to research a single disease in one of the simplest organisms, the nematode C. elegans, which dies naturally under identically controlled circumstances without predators. Here, we report an example of the fact that heterogeneity on survival and mortality is observed through a single disease in a cohort of 100% genetically identical (isogenic) nematodes. Under the observed heterogeneity, we show that the diffusion theory, as a biophysical model, can precisely analyze the heterogeneity and conveniently estimate the degree of penetrance of a lifespan gene from the biodemographic data. In addition, we indicate that heterogeneity models are effective for the present heterogeneous data.

Basic principle of the lifespan in the nematode C. elegans.

We present a biophysical model based on the principles of fluctuation and regulation to explain the effect of stochastics on survival. The model is a good fit for the survivorship and mortality rates observed in the nematode Caenorhabditis elegans. A parameter included in the theory, which is called the fluctuation constant, correlates well with a change (or declining rate) of respiration with age, which we term the physiological decline rate. The square of the physiological decline rate is proportional to the reciprocal of the fluctuation constant as revealed in a diffusion equation. In addition, the maximum and mean life spans are proportional to the reciprocal of the decline rate. The framework involved in the fluctuation theory is compatible with the existence of a regulatory system such as that acting in the insulin/insulin-like growth factor-1 (IGF-1) signaling pathway during adulthood, and that sensing, switching, and memorizing the rate of mitochondrial respiration early in life.