Yeast cell modeling


 

Life of a cell is complex and not only governed by one specific type of network or process. We want to understand how different cellular processes interact to create a functioning cell. How does cell cycle communicate with metabolism? What happens to the translation rate when cellular volume increases? We describe the major processes in yeast during normal growth and upon stress with modular, multi-scale modeling. This allows to understand the systemic connections and mechanisms and explore subsequent effects of cellular perturbations on a systems level.

 

 

 

PROJECTS


 

 

Currently, the yeast cell model framework is a meta-simulation platform for ODE models. It comes with a graphical user interface. The simulation pipeline is driven by wizard steps where the user can load modules, modify values, simulate and test modules and organize the simulation output. The modules can be described by chemical reactions and/or as ODE equations. The model description language is SBML (level 3) or an in-house variant, developed by our group. The annotation of the species follows strictly the MIRIAM-Registry (Minimum Information Required In the Annotation of Models), defined by the European Bioinformatics Institute. In this context the databases CHEBI, GO, SBO and SGD are supported. The modules themselves are stored in relational databases: MySQL for concurrent access to the models by several user and Sqlite as the local travel database. In summary, the databases, MIRIAM registry and SBML feature allow scientists an interdisciplinary exchange of their models and make the comparison of their simulation results easy. For the simulation task one of currently five available solver plug-ins can be chosen: odeint, CVODE, COPASI and assimulo. The biological context for the mathematical models is given by the knowledge base. This is another MySQL database where all information about parameters and initial values are collected from publications. This way the user can describe the same model with different parameters, covering different trust levels. The merged output between knowledge base and model description becomes the final model.


Other features are:

  • reaction balance analysis of metabolism
  • parallel simulation multiple models
  • real time consolidation of ODE models

A future goal for this meta platform is to simulate different types of models, like Boolean, stochastic models or FBA in combination with ODE models as well as separately.

 

Methods


  • SQL
  • reaction balance analysis
  • numerical simulation

 We develop and maintain two databases, a model database, which holds the module description and a knowledge base, which contains experimental data from selected literature sources. These two databases combined allow the automatic parametrization and generation of modules for simulation. In the future, filtering of the experimental data will allow us to test the model with different datasets to study their influence on the simulation results. 

Methods


  • MySQL database
  • Shiny web interface

 

 

The cell volume development is particularly important for the modeling of growing cells, since all concentration dependend reactions are affected by it. To get a better understanding of the volume development, it is necessary to combine different aspects, such as internal and external osmolyte concentration, cell wall mechanics or the water flux over an intact plasma membrane. If the cell geometry is assumed to be a simple sphere this spatial problem can be described with ordinary differential equations. In this project we build volume regulation models and test them against data we acquired in our own lab. These data are ranging from time courses of cell volumes monitored with bright field microscopy to mechanical cell wall properties obtained by AFM.

 

 

Methods


  • ODE modeling (Antimony)
  • mircofluidics
  • cell wall nano-indentation  

 

The most basic concept of any cell is compartmentalization. Certain substances are excluded from the cellular space (e.g. sodium), while others are actively imported (e.g. nutrients), creating an environment in which the biochemical reactions which make up the cell can happen. Cells achieve compartmentalization with cellular membranes, while tranport proteins, such as channels or pumps are used for importing nutrients and excreting waste products. We are working on a better understanding of the impacts that these transport mechanisms have on the functioning of cellular organisms, in particular we are working on tranport mechanisms in the yeast S. cerevisiae.

 

Methods


  • ODE modeling
  • cell growth
  • ion homeostasis
  • cellular signaling

 

The regulation of the intracellular ion concentrations is important for all cells, because vital characteristics of the cell such as membrane potential, cell volume and nutrient import are determined or influenced by ion regulation mechanisms. Certain ions, such as sodium or chloride have to be kept at low concentraions in order for the cell to function, while other ions, such as potassium are required for cellular functioning. We are interested in the ion regulation mechanisms in S. cerevisiae, because conclusions drawn from this model organism can be of importance not only for regulation mechanisms in plant cells, but also for better understanding mammalian ion regulation. In particular we are interested in the interplay between ion and osmotic stress regulation in yeast cells.

 

Methods


  • ODE modeling
  • microfluidic exepriments
  • microscopy
  • fluorescent reporters
  • non-equilibrium thermodynamics

 

 

 

In order to better understand the physiological processes happening during one cell cycle and also due to the lack of appropriate, quantitative data in the literature, we are conducting elutriation experiments with a high time resolution over one entire cell cycle. From these we obtain a consistent dataset that quantifies the cellular proteome, transcriptome, and metabolome in cooperation with the Sauer and Dittmar groups. We also monitor physiological parameters of the cells such as volume, DNA content and budding state. In the future these data will be used to better parameterize the yeast whole cell model.

 

Methods


  • CASY counting, FACS, microscopy
  • mass spectrometry based quantitative metabolomics (Sauer group)
  • SILAC proteomics (Dittmar group)
  • mass spectrometry based transcriptomics (Dittmar group)

{/sliders}

{slider=Protein translation}

 

 

We develop a whole-cell model of protein translation in yeast. Our aim is to describe the dynamics of translation on the polysome and to gain an understanding of how efficiently the various resources (mRNA, ribosomes, tRNA) are utilized. This in turn leads to a range of interconnected questions, e.g. how is co-translational regulation influenced by the choice of synonymous codons, are some functional classes of proteins translated more efficiently than others, or how does protein translation vary across the cell development cycle. A discrete stochastic simulation method was used because in particular for low-abundance mRNAs (1...100 molecules) this formalism is likely to better capture the stochastic dynamics of the translation process than a formalism based on continuous concentrations, such as the ODE approach. The model has been fully developed and has been used to address biological questions. As it stands, it is also available for deployment in the context of a larger model, e.g. including transcription, or in the context of a general whole cell model.


 

Methods


  • stochastic simulation
  • Monte-Carlo method
  • diffusion processes

 

SELECTED PUBLICATIONS


  1. E Klipp, B Nordlander, R Krüger, P Gennemark and S Hohmann.
    Integrative model of the response of yeast to osmotic shock.
    Nat. Biotechnol. 23 (8):975–982, August 2005.
    URL

  2. K Tummler, C Kühn and E Klipp.
    Dynamic metabolic models in context: biomass backtracking.
    Integr. Biol. 7 (8):940–951, 2015.
    URL

  3. S Gerber, M Fröhlich, H Lichtenberg-Fraté, S Shabala, L Shabala and E Klipp.
    A thermodynamic model of monovalent cation homeostasis in the yeast Saccharomyces cerevisiae.
    PLoS Comput. Biol. 12 (1):e1004703, 2016.
    URL

  4. V Schützhold, J Hahn, K Tummler and E Klipp.
    Computational modeling of lipid metabolism in yeast.
    Front. Mol. Biosci. 3:57, 2016.
    URL

  5. T Spiesser, C Kühn, M Krantz and E Klipp.
    The MYpop toolbox: putting yeast stress responses in cellular context on single cell and population scales.
    Biotechnol. J. 11 (9):1158–1168, 2016.
    URL


 

 

 

 

FUNDING


EU - Marie Skłodowska-Curie Innovative Training Network

Caroline von Humboldt Professur

BMBF

DFG

 

   

COLLABORATIONS


Dittmar group, Luxembourg Institute of Health (Luxembourg)

Sauer group, ETH, Zurich (Switzerland)