Dependence of cell doubling time on generation number for old pole and new pole daughter cells.
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a) Old pole daughter cells took longer to divide than new pole daughter cells (our linear mixed model analysis returned χ2df=1 =5.192, p = 0.023). For both cell types, division time progressively increased over successive generations (our linear mixed model analysis returned χ2df=1 = 38.327, p < 0.001). This analysis was carried out including data for generations 2 to 11 from two experimental runs.<br>(b) Inspecting the 24-generation data set revealed that the progressive increase in division times gradually asymptotes to a steady state division time with increasing generation number (LMM: linear effect of generation number: χ2df=1 = 52.199, p < 0.001; quadratic effect of generation number: χ2df=1 = 32.832, p < 0.001). Old pole daughter cells also took longer to divide than new pole daughter cells within this 24-generation data set (LMM: χ2df=1 = 11.222, p = 0<0.001). <br>
(a) 老极子代细胞的分裂时长显著长于新极子代细胞(本研究采用线性混合模型(linear mixed model)分析,得到自由度为1的卡方统计量χ²=5.192,p=0.023)。两类子代细胞的分裂时长均随传代次数的增加而逐步延长(线性混合模型分析结果显示,自由度为1的卡方统计量χ²=38.327,p<0.001)。本次分析纳入了两次独立实验中第2至11代的细胞数据。<br>(b) 对24代数据集的检视结果表明,分裂时长随代次增加的渐进式增长会逐渐趋于稳态分裂时长(线性混合模型(linear mixed model, LMM)分析:代次的线性效应:自由度为1的卡方统计量χ²=52.199,p<0.001;代次的二次效应:自由度为1的卡方统计量χ²=32.832,p<0.001)。在该24代数据集内,老极子代细胞的分裂时长同样显著长于新极子代细胞(线性混合模型分析:自由度为1的卡方统计量χ²=11.222,p<0.001)。
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figshare
创建时间:
2019-06-18



