In-memory massive MIMO linear detector circuit with extremely high energy efficiency and strong memristive conductance deviation robustness
In-memory massive MIMO linear detector circuit with extremely high energy efficiency and strong memristive conductance deviation robustness
The memristive crossbar array (MCA) has been successfully applied to accelerate matrix computations of signal detection in massive multiple-input multiple-output (MIMO) systems. However, the unique property of massive MIMO channel matrix makes the detection performance of existing MCA-based detectors sensitive to conductance deviations of memristive devices, and the conductance deviations are difficult to be avoided. In this paper, we propose an MCA-based detector circuit, which is robust to conductance deviations, to compute massive MIMO zero forcing and minimum mean-square error algorithms. The proposed detector circuit comprises an MCA-based matrix computing module, utilized for processing the small-scale fading coefficient matrix, and amplifier circuits based on operational amplifiers (OAs), utilized for processing the large-scale fading coefficient matrix. We investigate the impacts of the open-loop gain of OAs, conductance mapping scheme, and conductance deviation level on detection performance and demonstrate the performance superiority of the proposed detector circuit over the conventional MCA-based detector circuit. The energy efficiency of the proposed detector circuit surpasses that of a traditional digital processor by several tens to several hundreds of times.
Bi, Jia-Hui
97a5186b-ef45-4db0-981e-85563c99e6a1
Yang, Shaoshi
23650ec4-bcc8-4a2c-b1e7-a30893f52e52
Zhang, Ping
2def4374-679d-41d1-bf3a-483028a73275
Chen, Sheng
9310a111-f79a-48b8-98c7-383ca93cbb80
8 December 2024
Bi, Jia-Hui
97a5186b-ef45-4db0-981e-85563c99e6a1
Yang, Shaoshi
23650ec4-bcc8-4a2c-b1e7-a30893f52e52
Zhang, Ping
2def4374-679d-41d1-bf3a-483028a73275
Chen, Sheng
9310a111-f79a-48b8-98c7-383ca93cbb80
Bi, Jia-Hui, Yang, Shaoshi, Zhang, Ping and Chen, Sheng
(2024)
In-memory massive MIMO linear detector circuit with extremely high energy efficiency and strong memristive conductance deviation robustness.
In Proceedings of IEEE Global Communications Conference (GLOBECOM 2024).
IEEE.
6 pp
.
Record type:
Conference or Workshop Item
(Paper)
Abstract
The memristive crossbar array (MCA) has been successfully applied to accelerate matrix computations of signal detection in massive multiple-input multiple-output (MIMO) systems. However, the unique property of massive MIMO channel matrix makes the detection performance of existing MCA-based detectors sensitive to conductance deviations of memristive devices, and the conductance deviations are difficult to be avoided. In this paper, we propose an MCA-based detector circuit, which is robust to conductance deviations, to compute massive MIMO zero forcing and minimum mean-square error algorithms. The proposed detector circuit comprises an MCA-based matrix computing module, utilized for processing the small-scale fading coefficient matrix, and amplifier circuits based on operational amplifiers (OAs), utilized for processing the large-scale fading coefficient matrix. We investigate the impacts of the open-loop gain of OAs, conductance mapping scheme, and conductance deviation level on detection performance and demonstrate the performance superiority of the proposed detector circuit over the conventional MCA-based detector circuit. The energy efficiency of the proposed detector circuit surpasses that of a traditional digital processor by several tens to several hundreds of times.
Text
globcom2024-p3
- Other
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Published date: 8 December 2024
Venue - Dates:
IEEE Global Communications Conference (GLOBECOM 2024), , Cape Town, South Africa, 2024-12-08 - 2024-12-12
Identifiers
Local EPrints ID: 497079
URI: http://eprints.soton.ac.uk/id/eprint/497079
PURE UUID: e728979f-4832-4ec6-be0d-254fac50b3cc
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Date deposited: 14 Jan 2025 16:04
Last modified: 14 Jan 2025 16:04
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Contributors
Author:
Jia-Hui Bi
Author:
Shaoshi Yang
Author:
Ping Zhang
Author:
Sheng Chen
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