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Design of Vibrating String Pressure Sensor
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作者 郑丰隆 王丽玲 +1 位作者 钟亚飞 王永忠 《Journal of Measurement Science and Instrumentation》 CAS 2011年第1期52-54,共3页
The vibrating string pressure sensor is designed according to the working surroundings and conditions. this sensor is used for the weighing of the fixed-quantity bucket loader in the main shaft lifting systems of coal... The vibrating string pressure sensor is designed according to the working surroundings and conditions. this sensor is used for the weighing of the fixed-quantity bucket loader in the main shaft lifting systems of coal mines. The design of the sensor has been introduced in detail. Calibrations and errors of the sensor theoretical fornada have also been analyzed. 展开更多
关键词 vibrating string sensor WEIGHING CALIBRATION
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LOCALEXACTBOUNDARYCONTROLLABILITYFORACLASSOFQUASILINEARHYPERBOLICSYSTEMS 被引量:30
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作者 LI TA-TSIEN RAO ВOPENG 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2002年第2期209-218,共10页
For a class of mixed initial-boundary value problem for general quasilinear hyperbolic systems, this paper establishes the local exact boundary controllability with boundary controls only acting on one end. As an appl... For a class of mixed initial-boundary value problem for general quasilinear hyperbolic systems, this paper establishes the local exact boundary controllability with boundary controls only acting on one end. As an application, the authors show the local exact boundary controllability for a kind of nonlinear vibrating string problem. 展开更多
关键词 Exact boundary controllability Quasilinear hyperbolic system Nonlinear vibrating string equation
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Exact Boundary Controllability for the Spatial Vibration of String with Dynamical Boundary Conditions
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作者 Yue WANG Günter LEUGERING Tatsien LI 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2020年第3期325-334,共10页
This paper deals with the spatial vibration of an elastic string with masses at the endpoints. The authors derive the corresponding quasilinear wave equation with dynamical boundary conditions, and prove the exact bou... This paper deals with the spatial vibration of an elastic string with masses at the endpoints. The authors derive the corresponding quasilinear wave equation with dynamical boundary conditions, and prove the exact boundary controllability of this system by means of a constructive method with modular structure. 展开更多
关键词 Spatial vibration of a string Exact boundary controllability Dynamical boundary condition
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