RF Resonator with a Lenz Lens
Abstract
A passive magnetic flux focusing element having electrically conductive wires ( 1 ) or faces ( 2 ) containing an outer area defined by an outer ( 3 ), an inner ( 4 ) and connecting edges ( 5 ) forming a closed current loop enclosing a surface area penetrated by a time varying magnetic field flux and through induction sets up a time varying electrical current in the conducting loop thereby achieving a counter magnetic field to the penetrating field completely canceling the penetrating field in the interior of the loop, is characterized in that the element is part of an RF volume- or surface-coil arrangement adapted for receiving and/or transmitting RF signals. Such elements increase the sensitivity and the SNR in MRI and MR spectroscopy experiments due to an increased magnetic flux density by means of Lenz lenses, in combination with a conventional probe.
Claims
exact text as granted — not AI-modifiedWe claim:
1 . An RF-coil system, the system comprising:
an RF (Radiofrequency) volume- or surface-coil adapted for receiving and/or transmitting RF signals; and a passive magnetic flux focusing element or Lenz lens having electrically conductive wires or faces containing an outer area defined by an outer edge, an inner edge and connecting edges, which, in operation, form a closed current loop enclosing a surface area penetrated by a time varying magnetic field flux from the RF volume- or surface coil and through induction sets up a time varying electrical current in a conducting loop so as to achieve a counter magnetic field to a penetrating magnetic field that tends to completely cancel the penetrating magnetic field in an interior of the closed loop, the inner edge of the closed current loop being shaped so as to guide an induced current in an opposite sense to the outer edge, thereby setting up a magnetic field flux in a same sense as the penetrating magnetic field but of an increased intensity, wherein a resulting time varying magnetic field flux is focused to an area enclosed by the inner edge.
2 . The magnetic flux focusing element of claim 1 .
3 . The magnetic flux focusing element of claim 2 , wherein the RF-coil system is adapted for use in an MR (Magnetic Resonance) apparatus.
4 . The magnetic flux focusing element of claim 3 , wherein the RF-coil is a saddle coil, a Helmholtz coil, a planar spiral coil, a solenoidal coil, a microslot, a birdcage or a stripline resonator.
5 . The magnetic flux focusing element of claim 2 , wherein the magnetic flux focusing element is attached to a flexible, adhesive or non-adhesive substrate such as a foil that allows for bending, twisting or wrapping around an object in a permanent or non-permanent manner.
6 . The magnetic flux focusing element of claim 2 , wherein a focal spot of the Lenz lens is split into multiple spots and/or a collecting area of the Lenz lens is split into multiple segments.
7 . The magnetic flux focusing element of claim 2 , wherein the outer edge and inner edge lie on different geometrical planes which are parallel or not parallel to one another.
8 . The magnetic flux focusing element of claim 2 , wherein the outer edge and/or the inner edge describe a different geometrical shape, a rectangle or a triangle.
9 . The magnetic flux focusing element of claim 2 , wherein the magnetic flux focusing element is fabricated using bio-degradable materials, silk or magnesium, wherein a surface of the magnetic flux focusing element is coated with a bio-compatible material or with Parylene to allow for long-term tolerance to be implanted into an arbitrary sample or patient.
10 . The magnetic flux focusing element of claim 2 , wherein a focus region of the Lenz lens is enclosed by a coil- or waveguide resonator, creating a magnetic field B 2 ′ that is oriented perpendicular to the field created by a resonator B 1 and an outside region or flux-collecting region of the Lenz lens is exposed to a second magnetic field B 2 which oscillates at microwave frequencies.
11 . The magnetic flux focusing element of claim 2 , wherein magnetic flux is also collected from outside of an enclosing coil.
12 . The magnetic flux focusing element of claim 2 , wherein a sample and the focusing element are placed into a rotor of a magic angle spinning turbine or placed into a coil of a magic angle coil spinning, which, in turn, is placed into the rotor of a magic angle spinning turbine.
13 . The magnetic flux focusing element of claim 2 , wherein the magnetic flux focusing element is formed by depositing a metal film onto a substrate, which is patterning to form a desired metal shape.
14 . A set of two or more magnetic flux focusing elements, each having the structure of claim 2 , wherein an array of such magnetic flux focusing elements is placed above, below or next to each other.
15 . A set of two or more magnetic flux focusing elements, each having the structure of claim 2 , which are placed at non-zero angles with respect to each other, with shared focal regions, so as to focus impinging fields that are incident on a resulting system from multiple directions, including circularly polarized waves.
16 . A method of producing the magnetic flux focusing element of claim 2 , wherein a mathematical equation or a system of equations is used to calculate a current induced in one or more of the magnetic flux focusing elements for purposes of simulation and/or optimization, wherein said equation or system of equations exactly or approximately accounts for electrical resistances and self-inductances of conductors comprising the Lenz lens(es), including skin-effects that may be relevant for radio frequency applications, and exactly or approximately accounts for mutual inductances between conductors comprising the Lenz lens(es) and also mutual inductances between the Lenz lens(es) and an NMR coil, wherein said equation or system of equations are dependent on a frequency of an impinging field.
17 . A method of producing the magnetic flux focusing of claim 2 , wherein a best arrangement of the magnetic flux focusing element is calculated based on a forward method to compute fields of a Lenz lens together with a scalar objective function which is an expression whose value ideally vanishes when the Lenz lens has the best arrangement.Join the waitlist — get patent alerts
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