Zobrazeno 1 - 10
of 11
pro vyhledávání: '"Er Min Wang"'
Publikováno v:
Advanced Materials Research. 1095:140-144
Using the method of expanding diameter in low temperature and water bath heating, this paper studied the effect of pre-deformation strain on shape memory recovery characteristics of Ni47Ti44Nb9 alloy Φ8 mm pipe joint. The results showed that the tra
Publikováno v:
Advanced Materials Research. 904:41-45
Using the method of expanding diameter in low temperature and water bath heating, this paper studied the effect of pre-deformation temperature on shape memory recovery characteristics of Ni47Ti44Nb9alloy Φ16 mm pipe joint. The results showed that th
Publikováno v:
Advanced Materials Research. :1525-1528
Self-made tension machine was used to measure the evolution of recovery stress under different processing state for NiTiNb alloy. Then, SEM was used to investigate the microstructure evolution. The results show that the range of the highest recovery
Publikováno v:
Applied Mechanics and Materials. 339:163-166
Along with development of the internet of things technology, it is more and more used in peoples life. In view of this, it introduced a kind of the monitoring system of the household robot based on the internet of things technology. It uses Internet
Publikováno v:
Advanced Materials Research. :941-944
In this paper, self-made tension machine was used to explore the evolution of recovery stress in cold drawing for NiTiNb alloy. The microstructure evolution in different cold drawing conditions was observed. The results show that due to the pre-strai
Publikováno v:
Advanced Materials Research. :1711-1717
In order to study the low-temperature expansion process of NiTiNb shape memory alloy, this paper makes use of numerical simulation method to complete the simulations and analysis. The shape memory effect of NiTiNb alloy pipe joints under different ex
Publikováno v:
Medical Science Monitor; 2/11/2018, Vol. 24, p846-854, 9p
In this paper, we mainly investigate continuity, monotonicity and differentiability for the first eigenvalue of the $p$-Laplace operator along the Ricci flow on closed manifolds. We show that the first $p$-eigenvalue is strictly increasing and differ
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_dedup___::dba7f15147cfc3c8ac071fb0c42504a0
Publikováno v:
Annals of Global Analysis & Geometry; Jun2010, Vol. 38 Issue 1, p27-55, 29p
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