The Experts below are selected from a list of 2766 Experts worldwide ranked by ideXlab platform
Maaskant Rob - One of the best experts on this subject based on the ideXlab platform.
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Capacity gains of (3 x 3) x (3 x 3) MIMO fixed links with planar aperiodic sparse arrays in Pure-LOS channels
IEEE, 2018Co-Authors: Alayon Glazunov Andrés, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:Presented is an analysis of the topology of a 3 x 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements' relative position on the sides of the square array achieving near-optimal (3 x 3) x (3 x 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 x 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Capacity Gains of (3 7 3) 7(3 7 3) MIMO Fixed Links with Planar Aperiodic Sparse Arrays in Pure-LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2018Co-Authors: Glazunov, Andres Alayon, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:\ua9 2018 IEEE. Presented is an analysis of the topology of a 3 7 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements\u27 relative position on the sides of the square array achieving near-optimal (3 7 3) 7 (3 7 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 7 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Point-to-point 3 × 3 MIMO performance gains with aperiodic sparse arrays in pure LOS channels
Institute of Electrical and Electronics Engineers (IEEE), 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple-output (MIMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid-element's relative position achieving near-optimal 3 × 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
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Point-to-Point 3 x 3 MIMO Performance Gains with Aperiodic Sparse Arrays in Pure LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple output (MEMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid element\u27s relative position achieving near-optimal 3 x 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
Ivashina Marianna - One of the best experts on this subject based on the ideXlab platform.
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Capacity gains of (3 x 3) x (3 x 3) MIMO fixed links with planar aperiodic sparse arrays in Pure-LOS channels
IEEE, 2018Co-Authors: Alayon Glazunov Andrés, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:Presented is an analysis of the topology of a 3 x 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements' relative position on the sides of the square array achieving near-optimal (3 x 3) x (3 x 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 x 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Capacity Gains of (3 7 3) 7(3 7 3) MIMO Fixed Links with Planar Aperiodic Sparse Arrays in Pure-LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2018Co-Authors: Glazunov, Andres Alayon, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:\ua9 2018 IEEE. Presented is an analysis of the topology of a 3 7 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements\u27 relative position on the sides of the square array achieving near-optimal (3 7 3) 7 (3 7 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 7 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Point-to-point 3 × 3 MIMO performance gains with aperiodic sparse arrays in pure LOS channels
Institute of Electrical and Electronics Engineers (IEEE), 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple-output (MIMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid-element's relative position achieving near-optimal 3 × 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
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Point-to-Point 3 x 3 MIMO Performance Gains with Aperiodic Sparse Arrays in Pure LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple output (MEMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid element\u27s relative position achieving near-optimal 3 x 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
Amani Navid - One of the best experts on this subject based on the ideXlab platform.
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Capacity gains of (3 x 3) x (3 x 3) MIMO fixed links with planar aperiodic sparse arrays in Pure-LOS channels
IEEE, 2018Co-Authors: Alayon Glazunov Andrés, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:Presented is an analysis of the topology of a 3 x 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements' relative position on the sides of the square array achieving near-optimal (3 x 3) x (3 x 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 x 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Capacity Gains of (3 7 3) 7(3 7 3) MIMO Fixed Links with Planar Aperiodic Sparse Arrays in Pure-LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2018Co-Authors: Glazunov, Andres Alayon, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:\ua9 2018 IEEE. Presented is an analysis of the topology of a 3 7 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements\u27 relative position on the sides of the square array achieving near-optimal (3 7 3) 7 (3 7 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 7 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Point-to-point 3 × 3 MIMO performance gains with aperiodic sparse arrays in pure LOS channels
Institute of Electrical and Electronics Engineers (IEEE), 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple-output (MIMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid-element's relative position achieving near-optimal 3 × 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
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Point-to-Point 3 x 3 MIMO Performance Gains with Aperiodic Sparse Arrays in Pure LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2017Co-Authors: Glazunov, Andres Alayon, Amani Navid, Bencivenni Carlo, Maaskant Rob, Ivashina MariannaAbstract:Analyzed is the topology of a 3-element linear array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on point-to-point (PtP) multiple-input multiple output (MEMO) communication over pure line-of-sight (LOS) channels. An empirical equation is presented for the mid element\u27s relative position achieving near-optimal 3 x 3 MIMO capacity. The position is a function of the transmit and the receive Antennas separation distance and the wavelength of the transmit signal. The capacity gains of aperiodic over uniform array Antenna configurations are presented, which at some distances can be a factor 2.5
Uz Zaman Ashraf - One of the best experts on this subject based on the ideXlab platform.
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Capacity gains of (3 x 3) x (3 x 3) MIMO fixed links with planar aperiodic sparse arrays in Pure-LOS channels
IEEE, 2018Co-Authors: Alayon Glazunov Andrés, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:Presented is an analysis of the topology of a 3 x 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements' relative position on the sides of the square array achieving near-optimal (3 x 3) x (3 x 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 x 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
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Capacity Gains of (3 7 3) 7(3 7 3) MIMO Fixed Links with Planar Aperiodic Sparse Arrays in Pure-LOS Channels
'Institute of Electrical and Electronics Engineers (IEEE)', 2018Co-Authors: Glazunov, Andres Alayon, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:\ua9 2018 IEEE. Presented is an analysis of the topology of a 3 7 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements\u27 relative position on the sides of the square array achieving near-optimal (3 7 3) 7 (3 7 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 7 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule
Alayon Glazunov Andrés - One of the best experts on this subject based on the ideXlab platform.
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Capacity gains of (3 x 3) x (3 x 3) MIMO fixed links with planar aperiodic sparse arrays in Pure-LOS channels
IEEE, 2018Co-Authors: Alayon Glazunov Andrés, Amani Navid, Ivashina Marianna, Uz Zaman Ashraf, Maaskant RobAbstract:Presented is an analysis of the topology of a 3 x 3 element planar (square) array Antenna with vertically polarized Isotropic Antenna elements. The focus has been on fixed multiple-input multiple-output communication links in pure line-of-sight channels. An empirical equation is presented for the mid-elements' relative position on the sides of the square array achieving near-optimal (3 x 3) x (3 x 3) multiple-input multiple-output capacity. It is observed that the position is a function of both the separation distance between transmit and receive Antennas and the wavelength of the transmit signal in a similar way as for 3 x 3 systems with linear arrays. The capacity gains of the aperiodic planar array over the uniform planar array Antenna configurations are presented. It is shown that considerable capacity gains in capacity can be obtained by choosing the right array topology following a simple design rule