Mosser J L, Bohlool B B, Brock T D
J Bacteriol. 1974 Jun;118(3):1075-81. doi: 10.1128/jb.118.3.1075-1081.1974.
Turnover times for water passing through several Sulfolobus acidocaldarius-containing springs were determined by measuring the dilution rates of small amounts of sodium chloride that were added to the springs. Chloride was diluted out exponentially, while concentrations of the bacteria remained constant. Additionally, temperature, pH, and chemical composition of the springs also remained constant during the time that the chloride was being diluted. The springs are thus steady-state systems, and since the rates of bacterial growth must be at least equal to the chloride dilution rates, minimal doubling times for the bacterial populations can be calculated. Half-times for chloride dilution, equivalent to bacterial doubling times, were on the order of 10 to 20 h for springs ranging in volume from about 20 to 2,000 liters, but approximately 30 days for two larger springs of about 1 million liters. Formaldehyde-fixed cells of a serologically distinguishable strain of S. acidocaldarius were also added as markers to four of the smaller springs, and the dilution rates of these bacteria were compared with the chloride dilution rates. The rates agreed reasonably well, thus verifying the growth rates obtained from the chloride dilution rates. In three springs, exponential growth was studied by draining the springs and allowing them to refill with bacteria-free water. Exponential doubling times were on the order of a few hours, much more rapid than steady-state doubling times. The methods used in this work may have wider utility in aquatic environments.
通过测量添加到含有嗜酸热硫化叶菌的几个泉水中的少量氯化钠的稀释率,确定了流经这些泉水的水的周转时间。氯化物呈指数稀释,而细菌浓度保持恒定。此外,在氯化物稀释期间,泉水的温度、pH值和化学成分也保持不变。因此,这些泉水是稳态系统,并且由于细菌生长速率必须至少等于氯化物稀释速率,所以可以计算出细菌群体的最小倍增时间。对于体积约为20升至2000升的泉水,氯化物稀释的半衰期(相当于细菌倍增时间)约为10至20小时,但对于两个约100万升的较大泉水,半衰期约为30天。还将一种血清学上可区分的嗜酸热硫化叶菌菌株的甲醛固定细胞作为标记物添加到四个较小的泉水中,并将这些细菌的稀释率与氯化物稀释率进行比较。两者速率相当吻合,从而验证了从氯化物稀释率获得的生长速率。在三个泉水中,通过排空泉水并使其重新注入无菌水来研究指数生长。指数倍增时间约为几小时,比稳态倍增时间快得多。这项工作中使用的方法在水生环境中可能有更广泛的用途。