DocumentCode
1995254
Title
Generalized SOCP scheme for designing all-pass digital phase circuits
Author
Ito, Noboru ; Tianliang Deng
Author_Institution
Fac. of Sci., Toho Univ., Funabashi, Japan
fYear
2013
fDate
26-28 Nov. 2013
Firstpage
255
Lastpage
258
Abstract
In digital communications, the non-linear phase characteristic of a digital communication channel distorts the waveform of the transmitted signal. To avoid this problem, a phase circuit must be cascaded to the communication channel such that the whole communication channel has nearly linearphase. This paper presents a generalized iterative second-order-cone-programming (SOCP) method for designing an all-pass (AP) phase circuit that approximates a given ideal phase specification. The highly non-linear design constraints of the minimax design are iteratively approximated as second-order-cone (SOC) constraints and then the minimax design problem is iteratively solved by utilizing the SOCP technique. We will use an example to demonstrate that this iterative SOCP design can further reduce the maximum errors (peak errors) of the phase response and frequency response (FR) of the designed AP phase circuit as compared with the existing linear-programming (LP) design and other SOCP designs.
Keywords
digital communication; frequency response; iterative methods; linear programming; minimax techniques; telecommunication channels; SOC constraints; SOCP method; all-pass digital phase circuits; digital communication channel; frequency response; generalized SOCP scheme; generalized iterative second-order-cone-programming; linear programming; minimax design; nonlinear design constraints; nonlinear phase characteristic; phase response; second-order-cone constraints; transmitted signal; waveform distortion; Conferences; Digital communication; Frequency response; Iterative methods; Linear programming; System-on-chip; Vectors;
fLanguage
English
Publisher
ieee
Conference_Titel
Communications (MICC), 2013 IEEE Malaysia International Conference on
Conference_Location
Kuala Lumpur
Type
conf
DOI
10.1109/MICC.2013.6805835
Filename
6805835
Link To Document