Efficient method and system for offset phasor determination

a phasor and offset technology, applied in the field of communication systems and signal processing, can solve problems such as distortion and noise, errors in original transmitted data, and introduction of various types of distortion and noise into data signals

Active Publication Date: 2006-03-28
TEXAS INSTR INC
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  • Abstract
  • Description
  • Claims
  • Application Information

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Benefits of technology

The technical effect of this patented invention is to simplify it for better understanding by providing specific examples of its main features.

Problems solved by technology

This patent describes various technical problem addressed in this patent text: Interference from multiple sources affects the quality of data communicated between devices. These issues include distortion caused by interference, multi-path distortion caused by reflection, and delayed/distorted reception caused by multipath delays. To address these issues, the patent proposes techniques such as error correction coding and equalization. Additionally, the patent discusses estimating the transmission channel's waveform based on its properties during transmission. By doing this, the technique helps improve the accuracy of data recovery and reduces errors in data decoding processes.

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  • Efficient method and system for offset phasor determination
  • Efficient method and system for offset phasor determination
  • Efficient method and system for offset phasor determination

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Embodiment Construction

[0018]The present invention will be described with reference to a system and method for providing a phase offset correction of a channel (e.g., wireless) with reduced computations. An offset vector is computed using a current and / or previous channel impulse responses. A pair of vectors is concurrently and iteratively rotated in opposite directions in order to determine an offset phasor. A first vector of the pair of vectors is initialized with a constant value for its x coordinate and a zero value for its y coordinate. A second vector of the pair of vectors is initialized with the x and y coordinates of the offset vector. The first and second vectors are rotated in opposite directions using shift operations for a specific number of iterations.

[0019]After the final rotation, the y coordinate of the second vector has moved to about zero and the x and y coordinates of the first vector correspond to the sine and cosine of the phase offset. The sine and cosine of the phase offset, an offs

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Abstract

Systems and methods for determining offset phasors are disclosed. An offset vector is computed from a current channel impulse response and a previous channel impulse response. A first vector and a second vector are simultaneously and iteratively rotated in opposite directions to determine an offset phasor. A first vector of the pair of vectors is initialized with a constant value for its x coordinate and a zero for its y coordinate. A second vector of the pair of vectors is initialized with the x and y coordinates of the offset vector. The vectors are rotated in opposite directions using shift operations for a specific number of iterations. After the final rotation, the y coordinate of the second vector has become zero and the x and y coordinates of the first vector correspond to the sine and cosine of the angle formed by the offset vector. The cosine and sine terms form the real and imaginary parts of the offset phasor.

Description

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Claims

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Application Information

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Owner TEXAS INSTR INC
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