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Magnetic Properties and Coercivity of MnGa Films Deposited on Different Substrates 被引量:2
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作者 J.N.Feng W.Liu +4 位作者 W.J.Gong X.G.Zhao D.Kim C.J.Choi Z.D.Zhang 《Journal of Materials Science & Technology》 SCIE EI CAS CSCD 2017年第3期291-294,共4页
MnGa films were grown by magnetron sputtering on thermally oxidized Si(Si/SiO2) and glass substrates. Films grown on single-crystal Si(100) substrate with different underlayers were prepared for comparison. It is ... MnGa films were grown by magnetron sputtering on thermally oxidized Si(Si/SiO2) and glass substrates. Films grown on single-crystal Si(100) substrate with different underlayers were prepared for comparison. It is found that the Si/SiO2 substrate is more suitable for growing high-coercivity MnGa films than the glass substrate, which is the result of the isolated-island-like growth. A coercivity of 9.7 kOe can be achieved for the 10 nm MnGa films grown on Si/SiO2 substrate at substrate temperature TS of 450 °C.Optimized experimental conditions are specified by changing the thickness of the MnGa films and the temperature of the substrates. 展开更多
关键词 Atomic force microscopy Coercivity Magnetic properties Magnetron sputtering Thin film
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Relationship between Creasing-Recovery Force and Crease-Recovery Angle
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作者 陈美玉 来侃 +2 位作者 孙润军 武晖 武燕 《Journal of Donghua University(English Edition)》 EI CAS 2010年第1期113-116,共4页
To find out the reason of resulting in the crease recovery of a fabric and provide theoretical guidance for designing a new material with good creasing-recovery property,the relationship between the creasing-recovery ... To find out the reason of resulting in the crease recovery of a fabric and provide theoretical guidance for designing a new material with good creasing-recovery property,the relationship between the creasing-recovery force and the crease-recovery angle of a woven fabric was investigated by self-setup experimental device.The results show that the crease-recovery angle of a woven fabric is correlated with the creasing-recovery force of the fabric in a linear relation.Furthermore,it is found that the internal stress is the principal force of affecting the creasing-recovery property of a woven fabric.In addition,the relationship between the tensile property of a woven fabric and the creasing-recovery property of the fabric has also been investigated,showing that the lower relaxation velocity of tensile stress of a fabric is,the better creasing-recovery property of the fabric has. 展开更多
关键词 crease-recovery angle creasing-recovery force creasing-recovery property internal stress principal force
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Atomic force microscopy studies on cellular elastic and viscoelastic properties 被引量:6
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作者 Mi Li Lianqing Liu +1 位作者 Ning Xi Yuechao Wang 《Science China(Life Sciences)》 SCIE CAS CSCD 2018年第1期57-67,共11页
In this work, a method based on atomic force microscopy (AFM) approach-reside-retract experiments was established to simultaneously quantify the elastic and viscoelastic properties of single cells. First, the elastic ... In this work, a method based on atomic force microscopy (AFM) approach-reside-retract experiments was established to simultaneously quantify the elastic and viscoelastic properties of single cells. First, the elastic and viscoelastic properties of normal breast cells and cancerous breast cells were measured, showing significant differences in Young’s modulus and relaxation times between normal and cancerous breast cells. Remarkable differences in cellular topography between normal and cancerous breast cells were also revealed by AFM imaging. Next, the elastic and viscoelasitc properties of three other types of cell lines and primary normal B lymphocytes were measured; results demonstrated the potential of cellular viscoelastic properties in complementing cellular Young’s modulus for discerning different states of cells. This research provides a novel way to quantify the mechanical properties of cells by AFM, which allows investigation of the biomechanical behaviors of single cells from multiple aspects. 展开更多
关键词 atomic force microscopy cell mechanical properties viscoelastic properties Young's modulus relaxation time
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