Oligomerization, confinement and the folding barrier
Oligomerization, confinement and the folding barrier
批准号:
7650089
负责人:
VIJAY S PANDE
金额:
$28.98万
依托单位:
依托单位国家:
美国
项目类别:
财政年份:
2002
资助国家:
美国
项目状态:
已结题
起止时间:
2002-07-01 至 2010-12-30
关键词:
AddressBindingBinding ProteinsBiologicalBiological ModelsBiologyCollaborationsComputing MethodologiesConfined SpacesCoupledCrowdingCytosolDataDevelopmentDiseaseEntropyGenerationsKineticsLearningLengthLeucine ZippersMalignant NeoplasmsMethodologyMethodsModelingMolecular ChaperonesMutationNaturePlayPolymersPropertyProteinsResearch InfrastructureRibosomesRoleSamplingSeriesSimulateSolutionsSolventsSorting - Cell MovementStructureTP53 geneTestingThermodynamicsTimeWaterWorkbeta pleated sheetcluster computingexperiencein vivoinsightmonomernext generationnovelprotein complexprotein foldingprotein protein interactionresearch studysimulationtheories
中文摘要
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英文摘要
DESCRIPTION (provided by applicant): Due the limitations of both simulation and experiment, an ultimate understanding of protein folding will likely come from a coupled approach of detailed simulations extensively validated and tested by experiment. However, developing simulation methodology which can quantitatively connect with experimental kinetics still remains a great theoretical challenge, due to the long timescales involved and the difficulties and complexities of detailed, atomistic models. Finally, with the ability of simulation to quantitatively predict experimental kinetics for protein folding in solution, new challenges emerge: understanding folding in biologically relevant contexts, such as natively unstructured proteins and folding in confined spaces. Here, we propose new, second generation distributed computing methods to tackle these challenges and the application of these methods to questions related to how proteins self-assemble in solution, as well as in the biologically relevant contexts of natively unstructured proteins and proteins folding in confined spaces as a model for important biological contexts, such as ribosomes, chaperones, and the cytosol. While protein folding has itself been studied computationally for many years, our work differs from other approaches in (1) its use of novel distributed computing methods for simulating long time scale kinetics using detailed, fully atomistic, explicit solvent models and (2) the application of these detailed models to address questions of folding in the biological contexts of natively unstructured proteins and confinement. A quantitative comparison to experiment is critical for both the testing and greater impact of our computational methods and such experimental collaborations are proposed via a series of collaborations. Finally, the proposed work should have an impact on our basic understanding of several protein- related diseases, such as cancers involved in mutations of the tetramerization and activation domains of p53. Also, by understanding the nature of folding in confined spaces, one would gain insight into the nature of protein folding in vivo, which would be an important next step in our understanding of protein folding and its connection to biology and biomedical questions.
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资助金额:$22.63万
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财政年份:2002
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负责人:VIJAY S PANDE
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依托单位:
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