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Volume 8 Issue 1
Jan.  1986
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Huang Dawei. NOVEL REALIZATION OF HILBERT TRANSFORMATION[J]. Journal of Electronics & Information Technology, 1986, 8(1): 23-30.
Citation: Huang Dawei. NOVEL REALIZATION OF HILBERT TRANSFORMATION[J]. Journal of Electronics & Information Technology, 1986, 8(1): 23-30.

NOVEL REALIZATION OF HILBERT TRANSFORMATION

  • Received Date: 1984-07-10
  • Rev Recd Date: 1985-05-27
  • Publish Date: 1986-01-19
  • In a complex filter which is realized by using a wave digital lattice filter, the relation between the real part and the imaginary part of its output fulfills Hilbert transformation. A novel simple algorithm for this kind of Hilbert transformation is given. The design formulas and process are so simple that a pocket programmable calculator or a microcomputer is suffieient to carry out the necessary calculations.
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  • O. Herrmann, A. E. U., 23(1969), 77.[2]B. Gold, A. V. Oppenheim and C. M. Rader, Theory and Implementation of the Discrete Hilbert Transform, Proc. Symp. Computer Processing in Communications, Vol. 19, Polytechnic Press, N. Y.,(1970), 235.[3]O. Herrmann; A. E. U., 23(1969), 581.[4]黄大卫,通信学报,1984年,第4期,第41页.[5]A. Fettweis and K. Meerkotter, IEEE Trans. on CAS, CAS-22 (1975), 234.[6]郜其,黄大卫,费特魏斯,通信学报,1983年,第3期,第15页.[7]R. Saal, Handbook of Filter Design, Backnang, Germany, AEG-Telefunken, (1979), 41.[8]黄大卫,茅永江,电子学报,1981年,第6期,第47页.[9]A Fettweis, Circuit theory and Application, 9(1981), 119.[10]A. V. Oppenheim and R W.Schafer, Digtal Signal Processing, Englewood Cliffs, N. J., Prentice-Hall, (1975), 353.[11]W. Cauer, Synthesis of Linear Communication Network, McGraw-Hill, N. Y., (1958), 94.[12]S. Darlington, IEEE Trans. on CAS, CAS-25(1978), 975.[13]L. Gazsi, ibid, CAS-32(1985), 68.[14]黄大卫,环行器型波数字滤波器的简单算法,电子学报,1985年,第5期,第32页.
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