IP Library Granted Patent US 11,575,553
Granted Patent B2
US 11,575,553 · App. 17/500,511 · Granted Feb 7, 2023

Transmission method, transmission device, reception method and reception device

Inventors: Yutaka Murakami (Kanagawa, JP); Tomohiro Kimura (Osaka, JP); Mikihiro Ouchi (Osaka, JP)
Assignee: PANASONIC INTELLECTUAL PROPERTY CORPORATION OF AMERICA
H04L27/2604H04B7/0413H04B7/06H04B7/0682H04B7/0697H04B7/08H04L27/3405H04L27/3416H04L27/36H04L27/38H04L1/005H04L1/0071
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Quick Facts
Patent No.
US 11,575,553
App. No.
17/500,511
Granted
Feb 7, 2023
Kind
B2
Abstract

A transmission method includes mapping processing, phase change processing, and transmission processing. In the mapping processing, a plurality of first modulation signals and a plurality of second modulation signals are generated using a first mapping scheme, and a plurality of third modulation signals and a plurality of fourth modulation signals are generated using a second mapping scheme. In the phase change processing, a phase change is performed on the plurality of second modulation signals and the plurality of fourth modulation signals using all N kinds of phases. In the transmission processing, the first modulation signals and the second modulation signals are respectively transmitted at a same frequency and a same time from different antennas, and the third modulation signals and the fourth modulation signals are respectively transmitted at a same frequency and a same time from the different antennas.

Claims (8)

1. A transmission method comprising:

generating a first orthogonal frequency division modulated (OFDM) symbol and a second OFDM symbol including first modulated signals s1(k) and second modulated signals s2(k), respectively, k denoting a carrier number, the second modulated signals s2(k) being equal to the first modulated signals s1(k), respectively, the first modulated signals s1(k) including 4-bit data blocks each corresponding to any one of 16 signal points of a first 16 Quadrature Amplitude Modulation (QAM) scheme;

performing a first phase change on the second modulated signals s2(k) to generate second phase changed signals z2(k), the first phase change multiplying the second modulated signals s2(k) by respective coefficients e iθ(k) where e iθ(k) is a function of k and θ(k) denotes an angle;

transmitting the first OFDM symbol and the second OFDM symbol through a first antenna and a second antenna, respectively, such that the first modulated signal s1(k) and the second phase changed signal z2(k) are transmitted at a same frequency and a same time for each carrier number k;

generating a third OFDM symbol and a fourth OFDM symbol including third modulated signals s3(k) and fourth modulated signals s4(k), respectively, the fourth modulated signals s4(k) being equal to the third modulated signals s3(k), respectively, the third modulated signals s3(k) including 4-bit data blocks each corresponding to any one of 16 signal points of a second 16QAM scheme, a first arrangement pattern of the 16 signal points of the first 16QAM scheme being different from a second arrangement pattern of the 16 signal points of the second 16QAM scheme;

performing a second phase change on the fourth modulated signals s4(k) to generate fourth phase changed signals z4(k), the second phase change multiplying the fourth modulated signals s4(k) by respective coefficients e iθ(k) ; and

transmitting the third OFDM symbol and the fourth OFDM symbol through the first antenna and the second antenna, respectively, such that the third modulated signal s3(k) and the fourth phase changed signal z4(k) are transmitted at a same frequency and a same time for each carrier number k,

wherein an inverse Fourier transform is applied to an OFDM symbol when the OFDM symbol is transmitted, the OFDM symbol being each of the first OFDM symbol, the second OFDM symbol, the third OFDM symbol, and the fourth OFDM symbol.

Priority Claims (1)
JP 2013-227398 · Oct 31, 2013 · national
Continuity (12)
Continuation 17125325 · Dec 17, 2020
Continuation 17002343 · Aug 25, 2020
Continuation 16795756 · Feb 20, 2020
Continuation 16599404 · Oct 11, 2019
Continuation 16431807 · Jun 5, 2019
Continuation 16155016 · Oct 9, 2018
Continuation 15963438 · Apr 26, 2018
Continuation 15493562 · Apr 21, 2017
Continuation 15341558 · Nov 2, 2016
Continuation 15134014 · Apr 20, 2016
Continuation PCTJP2014005436 · Oct 28, 2014
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