PubMed · 13905263
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O HASSEL. 1962. [Wek intermolecular binding in solid substances].. https://pubmed.ncbi.nlm.nih.gov/13905263/
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An advantage of using 3D multicellular spheres to study tumor biology is that they better approximate the interactions encountered by cells in vivo. Our previous studies have shown that the process of spheroid formation is governed by the same thermodynamic principles driving the formation of liquid droplets. This liquid-like behavior enables us to measure a key property influencing tumor behavior, namely, intercellular cohesion. We have developed a method, tissue surface tensiometry (TST), to measure the cohesivity, expressible as surface tension (sigma), of tissue aggregates under physiologic conditions. This study utilizes TST to measure the cohesivity of 3 widely used malignant astrocytoma cell lines of different in vitro invasive potentials. We compare invasiveness with aggregate cohesivity and with the expression of N-cadherin, a key mediator of cell-cell cohesion in neural tissues. We show that the cell lines exhibit liquid-like behavior since they form spheroids whose surface tension is both force- and volume-independent; that aggregates from each cell line have a distinct surface tension that correlates with their in vitro invasive capacity; that dexamethasone (Dex), a widely used therapeutic agent for the treatment of tumor-related cerebral edema, increases aggregate cohesivity and decreases invasiveness; that dexamethasone treatment decreases invasion in a dose-dependent manner but only when cells are in direct contact with one another; and that dex-mediated decreased invasiveness correlates with increased aggregate cohesivity as measured by TST but not with N-cadherin expression or function. Our results demonstrate that for these cell lines, cohesivity is an excellent predictor of in vitro invasiveness.
Just as a soggy paper straw is prone to yielding under the applied suction of a thirsty drinker, the xylem tracheids in leaves seem prone to collapse as water potential declines, impeding their function. Here we describe the collapse, under tension, of lignified cells peripheral to the leaf vein of a broad-leaved rainforest conifer, Podocarpus grayi de Laub. Leaves of Podocarpus are characterized by an array of cylindrical tracheids aligned perpendicular to the leaf vein, apparently involved in the distribution of water radially through the mesophyll. During leaf desiccation the majority of these tracheids collapsed from circular to flat over the water potential range -1.5 to -2.8 MPa. An increase in the percentage of tracheids collapsed during imposed water stress was mirrored by declining leaf hydraulic conductivity (K(leaf)), implying a direct effect on water transport efficiency. Stomata responded to water stress by closing at -2.0 MPa when 45% of cells were collapsed and K(leaf) had declined by 25%. This was still substantially before the initial indications of cavitation-induced loss of hydraulic conductance in the leaf vein, at -3 MPa. Plants droughted until 49% of tracheids had collapsed were found to fully recover tracheid shape and leaf function 1 week after rewatering. A simple mechanical model of tracheid collapse, derived from the theoretical buckling pressure for pipes, accurately predicted the collapse dynamics observed in P. grayi, substantiating estimates of cell wall elasticity and measured leaf water potential. The possible adaptive advantages of collapsible vascular tissue are discussed.
Protein folding has become one of the best understood biochemical reactions from a kinetic viewpoint. The funneled energy landscape, a consequence of the minimal frustration achieved by evolution in sequences, explains how most proteins fold efficiently and robustly to their functional structure and allows robust prediction of folding kinetics. The folding of Rop (repressor of primer) dimer is exceptional because some of its mutants with a redesigned hydrophobic core both fold and unfold much faster than the WT protein, which seems to conflict with a simple funneled energy landscape for which topology mainly determines the kinetics. We propose that the mystery of Rop folding can be unraveled by assuming a double-funneled energy landscape on which there are two basins that correspond to distinct but related topological structures. Because of the near symmetry of the molecule, mutations can cause a conformational switch to a nearly degenerate yet distinct topology or lead to a mixture of both topologies. The topology predicted to have the lower free-energy barrier height for folding was further found by all-atom modeling to give a better structural fit for those mutants with the extreme folding and unfolding rates. Thus, the non-Hammond effects can be understood within energy-landscape theory if there are in fact two different but nearly degenerate structures for Rop. Mutations in symmetric and regular structures may give rise to frustration and thus result in degeneracy.