发明公开
EP1111868A2 Phase and amplitude detection, particularly for use in the linearisation of power amplifiers
审中-公开
相位和振幅的检测,特别是用于功率放大器的线性化使用
- 专利标题: Phase and amplitude detection, particularly for use in the linearisation of power amplifiers
- 专利标题(中): 相位和振幅的检测,特别是用于功率放大器的线性化使用
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申请号: EP00311516.9申请日: 2000-12-21
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公开(公告)号: EP1111868A2公开(公告)日: 2001-06-27
- 发明人: Dolman, Graham
- 申请人: NORTEL NETWORKS CORPORATION
- 申请人地址: World Trade Center of Montreal 380 St. Antoine Street West 8TH FLOOR Montreal, Quebec H2Y 3Y4 CA
- 专利权人: NORTEL NETWORKS CORPORATION
- 当前专利权人: NORTEL NETWORKS CORPORATION
- 当前专利权人地址: World Trade Center of Montreal 380 St. Antoine Street West 8TH FLOOR Montreal, Quebec H2Y 3Y4 CA
- 代理机构: Ryan, John Peter William
- 优先权: US469138 19991221
- 主分类号: H04L27/36
- IPC分类号: H04L27/36 ; H03F1/32
摘要:
This invention relates to a phase and amplitude detector (160) required to identify small signal errors in a signal envelope having a large dynamic range, especially in the context of linearization of a power amplifier (122) arrangement employing a pre-distortion technique. A vector generator (300, 352, 372) responsive to a reference signal R (110) produces a frame of reference vectors R 1 - R n (274-280) generated by a combination of the reference signal R (110) with first A (270) and second P (272) offset vectors that provide an amplitude and phase displacement of the reference signal R (110). A signal combiner (290-296, 360-366, 390-396) is arranged to generate difference vectors E 1 - E n by combining the frame of reference vectors R 1 - R n (274-280) and the feedback signal F (124, 150), with the difference vectors E 1 - E n expressing the phase (p, 254) and the gain (a, 252) error terms relative to the reference signal R (110) and the first A (270) and second P (272) offset vectors. An error signal detector, (330-336) responsive to the difference vectors E 1 - E n and arranged to provide a measure of the phase (p, 254) and the gain (a, 252) error terms, provides signal amplitudes that can be combined to generate error signals (182 (Y), 184 X)). The error signals take the general form: X = P 1 - P 2 - P 3 + P 4 = -8 P ̲ p R ̲ ; Y = P 1 + P 2 - P 3 - P 4 = -8 A ̲ a R ̲
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