Download PDF by Rubén Salas-Cabrera (auth.), Sio-Iong Ao, Len Gelman (eds.): Electronic Engineering and Computing Technology

By Rubén Salas-Cabrera (auth.), Sio-Iong Ao, Len Gelman (eds.)

ISBN-10: 9048187753

ISBN-13: 9789048187751

Digital Engineering and Computing know-how includes sixty-one revised and prolonged examine articles written via well-liked researchers partaking within the convention. issues coated contain keep watch over Engineering, community administration, instant Networks, Biotechnology, sign Processing, Computational Intelligence, Computational records, web Computing, excessive functionality Computing, and business purposes. digital Engineering and Computing know-how will provide the kingdom of paintings of great advances in digital engineering and computing know-how and likewise function a superb reference paintings for researchers and graduate scholars operating with/on digital engineering and computing know-how.

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26) 2 MASH Digital Delta–Sigma Modulator with Multi-Moduli 19 In practice, the input DC X is set as 0 < X < M1 . 27) 1 where 1 is the greatest common divisor of M1 and X . If M1 and X are co-prime numbers, 1 equals to 1. 34) 20 T. Xu and M. e1 / is a decimal fraction. e1 / is always an integer. e1 /. , 2 D 1 . 38) 1 When X and M1 are also co-prime numbers, sequence length for y2 is obtained as: 1 equals to 1. ei 1 /. e0 / D X and 0 D M0 D 1. If fM1 , M2 , . . , Mi g are co-prime numbers, Mi and M1 M2 ; : : : ; Mi 1 have to be co-prime numbers as well.

4) is the harmonic oscillation equation. 4), equivalently an additional rigidity caused by electrostatic force between parallel plates of sensing capacitor. 6) When there is acceleration which direction shown as in Fig. 2, the displacement of proof mass caused by inertial force is x. The electrostatic force between parallel plates of sensing capacitor will change and result in displacement variation y1 of the electrode on the vibrating beam. Thus, the gap distance of sensing parallelplate capacitor change x C y1 .

A navigation grade micro-machined silicon accelerometer. Position Location and Navigation Symposium, IEEE 94, 51–58 (1994) 5. : Bulk silicon resonant accelerometer. Chin. J. Semiconduct. 26(2), 281–286 (2005) 6. : Resonant microbeam accelerometers. The 8th International Conference on Solid-State Sensors and Actuators, and Eurosensors IX. Stockholm, Sweden, pp. 659–662, 25–29 June 1995 4 Design of Silicon Resonant Micro Accelerometer Based on Electrostatic Rigidity 45 7. : A novel resonant accelerometer: electrostatic stiffness type.

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Electronic Engineering and Computing Technology by Rubén Salas-Cabrera (auth.), Sio-Iong Ao, Len Gelman (eds.)


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