Patents Assigned to NANALYSIS CORP.
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Patent number: 11815574Abstract: A magnet array is disclosed comprising a plurality of polyhedral magnets arranged in a Halbach cylinder configuration, the centers of individual ones of the plurality of polyhedral magnets being arranged substantially in a plane in a magnet rack, the plurality of the polyhedral magnets at least partly enclosing a testing volume, and comprising a first plurality of polyhedral magnets arranged in a Halbach cylinder configuration and a second plurality of polyhedral magnets arranged in a non-Halbach configuration. In another aspect, a magnet array is disclosed comprising a first subset and a second subset of polyhedral magnets having different coercivities. In yet another aspect, a magnet array is disclosed wherein a subset of the centers of the individual ones of the plurality of polyhedral magnets are laterally displaced from a nominal position in the magnet rack to counteract a magnetic field gradient of the magnet array.Type: GrantFiled: August 24, 2020Date of Patent: November 14, 2023Assignee: NANALYSIS CORP.Inventors: Neal Gallagher, Garett M. Leskowitz
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Patent number: 9952294Abstract: There are disclosed magnet arrays and methods for generating magnetic fields. In embodiments magnet arrays comprise a plurality of polyhedral magnets arranged in a lattice configuration and at least partly enclosing a testing volume, the magnet array having an associated magnetic field with a designated field direction {circumflex over (v)}, wherein the magnetization direction {circumflex over (m)} of an individual polyhedral magnet located at a displacement vector {right arrow over (r)} from an origin point in the testing volume is determined by the formula: {circumflex over (m)}=(2({circumflex over (v)}·{right arrow over (r)}){right arrow over (r)}?({right arrow over (r)}·{right arrow over (r)}){circumflex over (v)})/{right arrow over (r)}·{right arrow over (r)}. In embodiments the arrays are comprised in magnetic resonance machines. In embodiments the polyhedral magnets are truncated cubes or are rhombic dodecahedra.Type: GrantFiled: June 2, 2014Date of Patent: April 24, 2018Assignee: NANALYSIS CORP.Inventor: Garett M. Leskowitz
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Patent number: 9341690Abstract: There are disclosed pole piece designs. In embodiments a pole piece comprises a rear face, the rear face comprising at least one channel. In embodiments the pole piece comprises at least one hole for accepting a cooperating shimming rod. There are also disclosed magnet arrays and magnetic resonance apparatuses comprising the pole pieces as well as uses of the pole pieces with magnet arrays according to embodiments.Type: GrantFiled: February 7, 2013Date of Patent: May 17, 2016Assignee: NANALYSIS CORP.Inventors: Garett M. Leskowitz, Gregory McFeetors
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Publication number: 20150061680Abstract: There are disclosed magnet arrays and methods for generating magnetic fields. In embodiments magnet arrays comprise a plurality of polyhedral magnets arranged in a lattice configuration and at least partly enclosing a testing volume, the magnet array having an associated magnetic field with a designated field direction {circumflex over (v)}, wherein the magnetization direction {circumflex over (m)} of an individual polyhedral magnet located at a displacement vector {right arrow over (r)} from an origin point in the testing volume is determined by the formula: {circumflex over (m)}=(2({circumflex over (v)}·{right arrow over (r)}){right arrow over (r)}?({right arrow over (r)}·{right arrow over (r)}){circumflex over (v)})/{right arrow over (r)}·{right arrow over (r)}. In embodiments the arrays are comprised in magnetic resonance machines. In embodiments the polyhedral magnets are truncated cubes or are rhombic dodecahedra.Type: ApplicationFiled: June 2, 2014Publication date: March 5, 2015Applicant: NANALYSIS CORP.Inventor: Garett M. Leskowitz
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Publication number: 20140225615Abstract: A method for shimming a magnetic field is disclosed. The method uses a single shim current to contribute to suppression of more than one geometrical component of an inhomogeneity in the magnetic field without changing the geometry of the shim path. Apparatuses to implement the method are also disclosed. In embodiments the apparatuses comprise substantially commonly oriented shim paths.Type: ApplicationFiled: April 22, 2014Publication date: August 14, 2014Applicant: Nanalysis Corp.Inventors: Garett M. Leskowitz, Gregory McFeetors, Sebastien Pernecker
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Patent number: 8712706Abstract: A method for shimming a magnetic field is disclosed. The method uses a single shim current to contribute to suppression of more than one geometrical component of an inhomogeneity in the magnetic field without changing the geometry of the shim path. Apparatuses to implement the method are also disclosed. In embodiments the apparatuses comprise substantially commonly oriented shim paths.Type: GrantFiled: December 1, 2010Date of Patent: April 29, 2014Assignee: Nanalysis Corp.Inventors: Garett M. Leskowitz, Gregory McFeetors, Sebastien Pernecker
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Publication number: 20110137589Abstract: A method for shimming a magnetic field is disclosed. The method uses a single shim current to contribute to suppression of more than one geometrical component of an inhomogeneity in the magnetic field without changing the geometry of the shim path. Apparatuses to implement the method are also disclosed. In embodiments the apparatuses comprise substantially commonly oriented shim paths.Type: ApplicationFiled: December 1, 2010Publication date: June 9, 2011Applicant: NANALYSIS CORP.Inventors: Garett M. LESKOWITZ, Gregory McFEETORS, Sebastien PERNECKER
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Patent number: D983683Type: GrantFiled: February 21, 2020Date of Patent: April 18, 2023Assignee: NANALYSIS CORP.Inventors: Mark Elliott, Neal Gallagher, Garett M. Leskowitz, Adam Paulson, Susanne D. Riegel, Colten Wright, Kent Davidson, Christian Gauvin, Andre Huard, Jean-Sebastien Langlois, Sebastien Larose, Stephane Sanschagrin
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Patent number: D1022739Type: GrantFiled: July 20, 2022Date of Patent: April 16, 2024Assignee: NANALYSIS CORP.Inventors: Mark Elliott, Neal Gallagher, Garett M. Leskowitz, Adam Paulson, Susanne D. Riegel, Colten Wright, Kent Davidson, Christian Gauvin, Andre Huard, Jean-Sebastien Langlois, Sebastien Larose, Stephane Sanschagrin