Physical basis of the cell size scaling laws

被引:16
|
作者
Rollin, Romain [1 ]
Joanny, Jean-Francois [1 ,2 ]
Sens, Pierre [1 ]
机构
[1] PSL Res Univ, Inst Curie, CNRS, UMR168, Paris, France
[2] Coll France, Paris, France
来源
ELIFE | 2023年 / 12卷
关键词
cell volume; pump leak model; nucleus volume; cell density regulation; scaling laws; mitotic swelling; MASS MEASUREMENTS SHOW; VOLUME REGULATION; NUCLEUS; SYSTEMS; SWELL;
D O I
10.7554/eLife.82490
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
Cellular growth is the result of passive physical constraints and active biological processes. Their interplay leads to the appearance of robust and ubiquitous scaling laws relating linearly cell size, dry mass, and nuclear size. Despite accumulating experimental evidence, their origin is still unclear. Here, we show that these laws can be explained quantitatively by a single model of size regulation based on three simple, yet generic, physical constraints defining altogether the Pump-Leak model. Based on quantitative estimates, we clearly map the Pump-Leak model coarse-grained parameters with the dominant cellular components. We propose that dry mass density homeostasis arises from the scaling between proteins and small osmolytes, mainly amino acids and ions. Our model predicts this scaling to naturally fail, both at senescence when DNA and RNAs are saturated by RNA polymerases and ribosomes, respectively, and at mitotic entry due to the counterion release following histone tail modifications. Based on the same physical laws, we further show that nuclear scaling results from a osmotic balance at the nuclear envelope and a large pool of metabolites, which dilutes chromatin counterions that do not scale during growth.
引用
收藏
页数:43
相关论文
共 50 条
  • [1] The mathematical basis for physical laws
    Collins, RE
    FOUNDATIONS OF PHYSICS, 2005, 35 (05) : 743 - 785
  • [2] STATISTICAL BASIS OF PHYSICAL LAWS
    COLLINS, RE
    PHYSICAL REVIEW, 1969, 183 (05): : 1081 - &
  • [3] THE MATHEMATICAL BASIS FOR PHYSICAL LAWS
    COLLINS, RE
    BULLETIN OF THE AMERICAN PHYSICAL SOCIETY, 1980, 25 (04): : 526 - 526
  • [4] The Mathematical Basis for Physical Laws
    R. Eugene Collins
    Foundations of Physics, 2005, 35 : 743 - 785
  • [5] ANALYTIC FREE ENERGY - A BASIS FOR SCALING LAWS
    COOPERSMITH, MH
    PHYSICAL REVIEW, 1968, 172 (01): : 230 - +
  • [6] Putting scaling laws on a physical foundation
    Ye, Yiyang
    Lin, Jie
    ELIFE, 2023, 12
  • [7] STATISTICAL BASIS FOR PHYSICAL LAWS - NONRELATIVISTIC THEORY
    COLLINS, RE
    FOUNDATIONS OF PHYSICS LETTERS, 1993, 6 (05) : 429 - 449
  • [8] The developmental basis for scaling of mammalian tooth size
    Christensen, Mona M.
    Hallikas, Outi
    Das Roy, Rishi
    Vaananen, Vilma
    Stenberg, Otto E.
    Hakkinen, Teemu J.
    Francois, Jean-Christophe
    Asher, Robert J.
    Klein, Ophir D.
    Holzenberger, Martin
    Jernvall, Jukka
    PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA, 2023, 120 (25)
  • [9] Finite size scaling with Gaussian basis sets
    Moy, Winton
    Kais, Sabre
    Serra, Pablo
    MOLECULAR PHYSICS, 2008, 106 (2-4) : 203 - 212
  • [10] SCALING LAWS FOR LARGE EARTHQUAKES - CONSEQUENCES FOR PHYSICAL MODELS
    SCHOLZ, CH
    BULLETIN OF THE SEISMOLOGICAL SOCIETY OF AMERICA, 1982, 72 (01) : 1 - 14