ChemCell : a particle-based model of protein chemistry and diffusion in microbial cells.
Abstract
Prokaryotic single-cell microbes are the simplest of all self-sufficient living organisms. Yet microbes create and use much of the molecular machinery present in more complex organisms, and the macro-molecules in microbial cells interact in regulatory, metabolic, and signaling pathways that are prototypical of the reaction networks present in all cells. We have developed a simple simulation model of a prokaryotic cell that treats proteins, protein complexes, and other organic molecules as particles which diffuse via Brownian motion and react with nearby particles in accord with chemical rate equations. The code models protein motion and chemistry within an idealized cellular geometry. It has been used to simulate several simple reaction networks and compared to more idealized models which do not include spatial effects. In this report we describe an initial version of the simulation code that was developed with FY03 funding. We discuss the motivation for the model, highlight its underlying equations, and describe simulations of a 3-stage kinase cascade and a portion of the carbon fixation pathway in the Synechococcus microbe.
- Authors:
- Publication Date:
- Research Org.:
- Sandia National Laboratories
- Sponsoring Org.:
- USDOE
- OSTI Identifier:
- 918231
- Report Number(s):
- SAND2003-4509
TRN: US200818%%319
- DOE Contract Number:
- AC04-94AL85000
- Resource Type:
- Technical Report
- Country of Publication:
- United States
- Language:
- English
- Subject:
- 59 BASIC BIOLOGICAL SCIENCES; CARBON; CHEMISTRY; DIFFUSION; GEOMETRY; MACHINERY; PROTEINS; SIMULATION; Molecular biology.; Molecules-Models-Computer simulation.; Microbial biotechnology; Protein Structure; Molecular dynamics-Simulation methods.; Molecular dynamics.
Citation Formats
Plimpton, Steven James, and Slepoy, Alexander. ChemCell : a particle-based model of protein chemistry and diffusion in microbial cells.. United States: N. p., 2003.
Web. doi:10.2172/918231.
Plimpton, Steven James, & Slepoy, Alexander. ChemCell : a particle-based model of protein chemistry and diffusion in microbial cells.. United States. doi:10.2172/918231.
Plimpton, Steven James, and Slepoy, Alexander. Mon .
"ChemCell : a particle-based model of protein chemistry and diffusion in microbial cells.". United States.
doi:10.2172/918231. https://www.osti.gov/servlets/purl/918231.
@article{osti_918231,
title = {ChemCell : a particle-based model of protein chemistry and diffusion in microbial cells.},
author = {Plimpton, Steven James and Slepoy, Alexander},
abstractNote = {Prokaryotic single-cell microbes are the simplest of all self-sufficient living organisms. Yet microbes create and use much of the molecular machinery present in more complex organisms, and the macro-molecules in microbial cells interact in regulatory, metabolic, and signaling pathways that are prototypical of the reaction networks present in all cells. We have developed a simple simulation model of a prokaryotic cell that treats proteins, protein complexes, and other organic molecules as particles which diffuse via Brownian motion and react with nearby particles in accord with chemical rate equations. The code models protein motion and chemistry within an idealized cellular geometry. It has been used to simulate several simple reaction networks and compared to more idealized models which do not include spatial effects. In this report we describe an initial version of the simulation code that was developed with FY03 funding. We discuss the motivation for the model, highlight its underlying equations, and describe simulations of a 3-stage kinase cascade and a portion of the carbon fixation pathway in the Synechococcus microbe.},
doi = {10.2172/918231},
journal = {},
number = ,
volume = ,
place = {United States},
year = {Mon Dec 01 00:00:00 EST 2003},
month = {Mon Dec 01 00:00:00 EST 2003}
}
-
A general mathematical formulation of the diffusionkinetic model of chemical effects of high-energy radiations is given in terms of a system of simultaneous, nonlinear, partial differential equations. A critical analysis of the model, which considers complex mechanisms, arbitrary initial distributions, and radical correlation effects, is presented. The method used for preparing a general program for numerical integration of this system of equations on ILLIAC and the accuracy of the method are described. (C.J.G.)
-
Model of advection, diffusion and chemistry of air pollution (MADCAP), evaluated at San Diego Air Basin. Final report October 1975-1978
This report presents the derivation and application of the regional photochemical model MADCAP. The model is exercised and the results are compared with measured air quality data. Sensitivity analyses are performed and the results are presented along with the input data that went into the model simulation. A complete user's manual for the MADCAP model as well as three data processors is given in the Appendix A. -
Fabrication and characterization of GaSb based thermophotovoltaic cells using Zn diffusion from a doped spin-on glass source
The GaInSb material system is attractive for application in thermophotovoltaic (TPV) cells since its band gap can be tuned to match the radiation of the emitter. At present, most of the TPV cells are fabricated using epitaxial layers and hence are expensive. To reduce the cost, Zn diffusion using elemental vapors in a semi-closed diffusion system is being pursued by several laboratories. In this paper, the authors present studies carried out on Zn diffusion into n-type (Te-doped) GaSb substrates in an open tube diffusion furnace. The dopant precursor was a 2,000 {angstrom} thick, zinc doped spin-on glass. The diffusion wasmore » -
Pressure losses in pneumatic transport. A model based on particle-wall interactions and particle density distribution
An experimentally verified model which calculates pressure losses originating from dilute phase pneumatic transport of coarse particles in the horizontal stationary flow regime is presented. The model is based on the balance of drag and frictional forces on particles. The particles are characterized by their terminal velocity, the particle-wall sliding friction coefficient and the coefficient of restitution between particles and wall. The influence of the inhomogeneous particle distribution in the pipe is taken into account, by a particle density distribution, which resembles the barometric height formula. A Froude number, based on the mean square value of the radial particle-velocity component,more »