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线阵CCD在布匹幅面热定型控制中的应用
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作者 高国伟 张盛刚 《计算机与现代化》 2001年第1期124-129,共6页
介绍了线阵 CCD在布匹幅面热定型控制中的应用 ,以 Microchip公司生产的 PIC16 C5 7单片机为控制核心 ,加上精心设计的 CCD驱动控制电路 ,实现布匹幅面热定型中的精确测量及调整。该系统具有速度快 ,精度高的特点。
关键词 线阵CCD 单片机 热定型控制 布匹幅面
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线阵CCD的应用 被引量:4
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作者 俞明 吕岩 +1 位作者 李庆辉 张胜刚 《辽宁师专学报(自然科学版)》 2000年第4期95-97,100,共4页
线阵CCD作为一种高灵敏度光电传感器 ,被广泛地应用于各种非接触检测领域中 .文中介绍的线阵CCD在布匹幅面热定型控制中的应用 ,是以Microchip公司生产的PIC16C57单片机为控制核心 ,设计CCD驱动控制电路 ,实现布匹幅面热定型中的精确测... 线阵CCD作为一种高灵敏度光电传感器 ,被广泛地应用于各种非接触检测领域中 .文中介绍的线阵CCD在布匹幅面热定型控制中的应用 ,是以Microchip公司生产的PIC16C57单片机为控制核心 ,设计CCD驱动控制电路 ,实现布匹幅面热定型中的精确测量及调整 .该系统具有速度快、精度高的特点 。 展开更多
关键词 线阵CCD 非接触测量 图像传感 光电传感器 布匹幅面热定型控制 针织生产 布幅宽度
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Experimental investigation on shape memory alloy metal rubber 被引量:7
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作者 MA YanHong ZHU HaiXiong +2 位作者 ZHANG DaYi LIU BaoLong HONG Jie 《Science China(Technological Sciences)》 SCIE EI CAS 2013年第8期1949-1955,共7页
Shape memory alloy metal rubber(SMAMR)is a novel intelligent elastic damping material which can realize the integration of structure and function.The investigations on the anisotropic mechanical characteristics which ... Shape memory alloy metal rubber(SMAMR)is a novel intelligent elastic damping material which can realize the integration of structure and function.The investigations on the anisotropic mechanical characteristics which depended on shaping craft and working temperature were conducted by quasi-static tests.Comparative experiments indicated that the heat setting temperature affect the elastic modulus non-monotonously but has little effect on the loss factor of SMAMR in both martensite and austenite phases.With the increase of the heat setting time,the elastic modulus of SMAMR monotonously decreases and the reduction of loss factor is unobvious.With the present shaping craft,SMAMR exhibits the anisotropy in moulding and non-moulding directions,which is affected by the heat setting process and working temperature.It was proved that the mechanical properties have approximately linear relationship with temperature during the phase transition process.Due to its temperature-dependent mechanical properties,SMAMR that experiences the heat setting procedure is expected to be used in active vibration control systems with varying temperature-dependent stiffness and damping coefficients to provide superior vibration control performance. 展开更多
关键词 heat setting procedure temperature-dependent characteristics ANISOTROPY quasi-static tests
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Thermal stability of biological tissues and their behavior in cold conditions: A mathematical model 被引量:1
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作者 M. A. Khanday Fida Hussaint 《International Journal of Biomathematics》 2016年第5期25-36,共12页
This paper presents an application of finite element method to study the thermoreg- ulatory behavior of three layers of human dermal parts with varying properties. The investigation of temperature distributions in epi... This paper presents an application of finite element method to study the thermoreg- ulatory behavior of three layers of human dermal parts with varying properties. The investigation of temperature distributions in epidermis, dermis and subcutaneous tissue together with Crank-Nicholson scheme at various atmospheric conditions was carried out. The finite element method has been applied to obtain the numerical solution of gov- erning differential equation for one-dimensional unsteady state bioheat equation using suitable values of parameters that affect the heat transfer in human body. The outer skin is assumed to be exposed to cold atmospheric temperatures and the loss of heat due to convection, radiation and evaporation has been taken into consideration. The important parameters like blood mass flow rate, metabolic heat generation rate and thermal conductivity are taken heterogeneous in each layer according to their distinct physiological and biochemical activities. The temperature profiles at various nodal points of the skin and in vivo tissues have been calculated with respect to the severe cold ambient temperatures. The conditions under which hypothermia, non-freezing and freezing injuries develop were illustrated in the graphs. 展开更多
关键词 Finite element method bioheat equation Cran^Nicholson method
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