Institution
Xi'an Jiaotong University
Education•Xi'an, China•
About: Xi'an Jiaotong University is a education organization based out in Xi'an, China. It is known for research contribution in the topics: Heat transfer & Dielectric. The organization has 85440 authors who have published 99682 publications receiving 1579683 citations. The organization is also known as: '''Xi'an Jiaotong University''' & Xi'an Jiao Tong University.
Topics: Heat transfer, Dielectric, Microstructure, Computer science, Population
Papers published on a yearly basis
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TL;DR: In this article, the effects of key thermodynamic design parameters, including turbine inlet pressure, turbine temperature, pinch temperature difference and approach temperature difference, on the net power output and surface areas of both the HRVG and the condenser using R123, R245fa and isobutane.
224 citations
TL;DR: In this article, a stoichiometric methane-hydrogen-air freely propagated laminar premixed flames at normal temperature and pressure were calculated by using PREMIX code of CHEMKIN II program with GRI-Mech 3.0 mechanism.
224 citations
TL;DR: In this paper, the authors defined the equivalent thermal resistance of a heat exchanger, which measures the irreversibility of heat transfer for the purpose of object heating or cooling, rather than from the heat to work conversion.
223 citations
TL;DR: A new phase-unwrapping algorithm is described that uses two phase images with different precision in the unwrapping; this technique can produce an approximately correct unwrapped in the presence of discontinuities.
Abstract: A new phase-unwrapping algorithm is described that uses two phase images with different precision in the unwrapping; this technique can produce an approximately correct unwrapping in the presence of discontinuities. We introduce it into the measurement of a three-dimensional object shape and also present the experimental results.
223 citations
TL;DR: In this paper, complex crack problems such as multiple branched and intersecting cracks are studied to exhibit the advantageous features of the numerical manifold method, which is quite suitable for modeling discontinuous problems.
Abstract: In the numerical manifold method, there are two kinds of covers, namely mathematical cover and physical cover. Mathematical covers are independent of the physical domain of the problem, over which weight functions are defined. Physical covers are the intersection of the mathematical covers and the physical domain, over which cover functions with unknowns to be determined are defined. With these two kinds of covers, the method is quite suitable for modeling discontinuous problems. In this paper, complex crack problems such as multiple branched and intersecting cracks are studied to exhibit the advantageous features of the numerical manifold method. Complex displacement discontinuities across crack surfaces are modeled by different cover functions in a natural and straightforward manner. For the crack tip singularity, the asymptotic near tip field is incorporated to the cover function of the singular physical cover. By virtue of the domain form of the interaction integral, the mixed mode stress intensity factors are evaluated for three typical examples. The excellent results show that the numerical manifold method is prominent in modeling the complex crack problems.
223 citations
Authors
Showing all 86109 results
| Name | H-index | Papers | Citations |
|---|---|---|---|
| Feng Zhang | 172 | 1278 | 181865 |
| Yang Yang | 164 | 2704 | 144071 |
| Jian Yang | 142 | 1818 | 111166 |
| Lei Zhang | 130 | 2312 | 86950 |
| Yang Liu | 129 | 2506 | 122380 |
| Jian Zhou | 128 | 3007 | 91402 |
| Chao Zhang | 127 | 3119 | 84711 |
| Bin Wang | 126 | 2226 | 74364 |
| Xin Wang | 121 | 1503 | 64930 |
| Bo Wang | 119 | 2905 | 84863 |
| Xuan Zhang | 119 | 1530 | 65398 |
| Jian Liu | 117 | 2090 | 73156 |
| Andrey L. Rogach | 117 | 576 | 46820 |
| Yadong Yin | 115 | 431 | 64401 |
| Xin Li | 114 | 2778 | 71389 |