Solving Solid and Fluid Mechanics Problems in the Cloud with mOSAIC

Juzna Jernej; Cesarek Peter; Petcu Dana; Stankovski Vlado

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Solving Solid and Fluid Mechanics Problems in the Cloud with mOSAIC

机译：使用mOSAIC解决云中的固体和流体力学问题

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An application for analysis of structures under static loading is ported to the cloud using the mOSAIC portable platforms-as-a-service. The new cloud application benefits from Web availability, elasticity, and fault tolerance, while being independent from the infrastructures-as-a-service provider.

机译：使用mOSAIC便携式平台即服务，将静态负载下的结构分析应用程序移植到云中。新的云应用程序受益于Web可用性，弹性和容错能力，同时独立于基础架构即服务提供商。

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来源
《Computing in science & engineering》 |2014年第3期|68-77|共10页
作者
Juzna Jernej; Cesarek Peter; Petcu Dana; Stankovski Vlado;
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University of Ljubljana|c|;

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原文格式 PDF
正文语种 eng
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关键词
cloud computing; distributed/Internet-based software engineering tools and techniques; scientific computing; software engineering;

机译：云计算;分布式/基于Internet的软件工程工具和技术;科学计算;软件工程;

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1. ROLE OF FLUID PRESSURE IN MECHANICS OF OVERTHRUST FAULTING, I. MECHANICS OF FLUID-FILLED POROUS SOLIDS AND ITS APPLICATION TO OVERTHRUST FAULTING: REPLY TO DISCUSSION BY FRANCIS BIRCH [J] . M. KING HUBBERT, WILLIAM W RUBEY GSA Bulletin . 1961,第9期

机译：流体压力在超压断裂机理中的作用，I。充液多孔固体的力学及其在超压断裂中的应用：弗朗西斯·伯奇的讨论
2. ROLE OF FLUID PRESSURE IN MECHANICS OF OVERTHRUST FAULTING: I. MECHANICS OF FLUID-FILLED POROUS SOLIDS AND ITS APPLICATION TO OVERTHRUST FAULTING [J] . M KING HUBBERT, WILLIAM W RUBEY GSA Bulletin . 1959,第2期

机译：流体压力在超压断裂机理中的作用：I.充填多孔固体的力学及其在超压断裂中的应用
3. A finite-element approach in stream-tube method for solving fluid and solid mechanics problems [J] . Ammar A, Clermont JR Mechanics research communications . 2005,第1期

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4. FLUID MECHANICS OF CIRCULATING FLUIDIZED BEDS WITH A SMALL DENSITY RATIO OF SOLIDS TO FLUID [C] . K.-E. WIRTH, U. GRUBER International conference on circulating fluidized beds; 19960528-0601; Beijing(CN) . 1996

机译：固体对流体的密度比小的循环流化床的流体力学
5. Deterministic and Stochastic Partial Differential Equations in Fluid and Solid Mechanics [D] . Nguyen, Phuong Hoang Khanh. 2017

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6. A new chart of hydraulic fracture height prediction based on fluid–solid coupling equations and rock fracture mechanics [O] . Xiaoqiang Liu, Zhanqing Qu, Tiankui Guo, 2018

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7. Reduced-Order Modeling Toward Solving Inverse Problems in Solid Mechanics and Fluid Dynamics [O] . Ahmadpoor Mohammad 2016

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8. VOLUME II THEMIS FINAL REPORT NONLINEAR MECHANICS IN SOLIDS AND FLUIDS [R] . T. J. Chung 1974

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Solving Solid and Fluid Mechanics Problems in the Cloud with mOSAIC

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