WO2024242555A1 - A gradiometric device and an array of such gradiometric devices - Google Patents
A gradiometric device and an array of such gradiometric devices Download PDFInfo
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- WO2024242555A1 WO2024242555A1 PCT/NL2024/050249 NL2024050249W WO2024242555A1 WO 2024242555 A1 WO2024242555 A1 WO 2024242555A1 NL 2024050249 W NL2024050249 W NL 2024050249W WO 2024242555 A1 WO2024242555 A1 WO 2024242555A1
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- H—ELECTRICITY
- H10—SEMICONDUCTOR DEVICES; ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N—ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N60/00—Superconducting devices
- H10N60/10—Junction-based devices
- H10N60/12—Josephson-effect devices
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- H—ELECTRICITY
- H10—SEMICONDUCTOR DEVICES; ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N—ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N60/00—Superconducting devices
- H10N60/80—Constructional details
- H10N60/805—Constructional details for Josephson-effect devices
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- H—ELECTRICITY
- H10—SEMICONDUCTOR DEVICES; ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N—ELECTRIC SOLID-STATE DEVICES NOT OTHERWISE PROVIDED FOR
- H10N69/00—Integrated devices, or assemblies of multiple devices, comprising at least one superconducting element covered by group H10N60/00
Definitions
- the present invention relates to a gradiometric device and to an array of gradiometric devices.
- superconducting circuits are created by connecting different circuit elements together. These circuit elements can be linear capacitors, linear inductors and non-linear inductors. As opposed to linear inductors, which have a quadratic energy-phase relationship, non-linear inductors have a non-quadratic energy-phase relationship.
- Well known non-linear inductors are superconducting-insulating-superconducting, SIS, Josephson junctions, with a cosinusoidal energy-phase relationship.
- any type of non-linear inductor as a Josephson element.
- a superconducting loop is defined when two inductive elements are connected in parallel. The magnetic flux thread through a loop sets a fixed relation between the superconducting phase drop across each of the two inductive elements.
- a superconducting loop containing one Josephson element connected in parallel to another inductive element is referred to as a superconducting quantum interference device (SQUID). If the Josephson element is connected in parallel to another non-linear Josephson element, the loop is referred to as a direct current (DC) SQUID. If the Josephson element is instead connected in parallel to a linear inductor, the loop is referred to as a radiofrequency (RF) SQUID.
- More generic circuit designs can contain multiple inductive elements in parallel, thus defining an array of multiple loops. Specifically, N inductive elements in parallel result in N-l loops.
- a traditional design for the implementation of RF or DC SQUIDs is that of single planar loops. These traditional loops are however highly sensitive to fluctuations of the perpendicularly applied global magnetic field, which results in fluctuations of the phase drop across the Josephson elements that form the loop. This high magnetic field sensitivity is detrimental to the performance of superconducting quantum devices. This is in particular a current challenge for the scalability of flux-tuneable transmon qubits, the most common superconducting qubit type. For current architectures, when multiple transmon qubits are placed in the same chip, each transmon is accompanied by one flux bias line that is used to tune the flux through the transmon SQUID loop.
- each flux bias line should purely determine the flux threaded through the SQUID loop of its assigned transmon and it should not affect the flux through the SQUID loops of other transmons placed in the same chip.
- the fields induced by all flux bias lines on the chip affect the fluxes threaded through all transmons. This effect limits the coherence times of the qubits and adversely affects the systematic characterization of chips containing a large number of qubits.
- an alternative double-loop gradiometric design has been used in which a single Josephson element is shared by two loops. Such design can be used in a situation in which a Josephson element of interest is connected in parallel to a linear inductor, forming an RF SQUID. Examples of such qubits are flux qubits and fluxonium qubits.
- a double loop gradiometric design combats sensitivity to global magnetic field or noise by including a second symmetric loop with identical linear inductance and identical geometric area in parallel to the non-linear Josephson element.
- Such global magnetic field can be defined as a magnetic field whose direction and magnitude do not vary within the area occupied by the loop.
- Equal magnetic fields through both loops result in identically opposite contributions to the phase drop across the Josephson element of interest, which cancel each other, resulting in a highly reduced sensitivity to global magnetic field or noise.
- a gradiometric device comprising a patterned thin film structure on an insulating substrate, the thin film structure forming a loop on the substrate, the loop comprising a first subloop and a second subloop, the first and second subloops interconnected by a twisted connection, a first element being arranged within the first subloop.
- the device constitutes an inductive loop design that is simultaneously insensitive to global magnetic field noise and compatible with circuit designs either containing more than two adjacent loops or where more than one Josephson element should be in parallel.
- the proposed geometry consists of a single twisted loop which defines two subloops with identical area.
- the twisted geometry requires a cross-over of the loop over itself which provides a division of the first and second subloops within the loop.
- a gradiometric device wherein at least one second element is arranged within the second subloop.
- a gradiometric device wherein in the first subloop a line portion holding the first element is parallel to a line portion holding the at least one second element in the second subloop.
- the present invention relates to a gradiometric array comprising at least a first and second gradiometric device, each according to any one of the preceding claims, wherein the first gradiometric device is adjacent to the second gradiometric device, the second subloop of the first device connected to the first subloop of the second device such that in the array the second element of the first device and the first element of the second device coincide.
- the layout of the gradiometric device allows to scale up to superconducting circuits where a plurality of loops are interconnected in parallel in an array.
- Figure 1 A shows a perspective schematic view of a gradiometric device according to an embodiment of the invention
- Figure IB shows a schematic layout of the gradiometric device of Figure 1A
- Figure 2 shows a perspective schematic view of a gradiometric device according to an embodiment of the invention
- Figure 3 shows a perspective schematic view of a gradiometric device according to an embodiment of the invention
- Figure 4A shows a perspective schematic view of a gradiometric device according to an embodiment of the invention
- Figure 4B shows a schematic layout of the gradiometric device of Figure 4A
- Figure 5A shows a schematic layout view of an array of gradiometric devices according to an embodiment of the invention
- Figure 5B shows a schematic layout view of an array of gradiometric devices according to an embodiment of the invention ;
- Figures 6A - 6E show a schematic layout of gradiometric devices according to an embodiment of the invention.
- the loop has a substantially rectangular shape extending in orthogonally first and second directions X and Y and comprises a first and second rectangular subloop 14,16.
- the first and second subloops 14,16 are adjacent to each other along the first direction X of the rectangle.
- the first and second subloops are interconnected with a twisted connection 18 centrally located therebetween 14,16.
- the twisted connection comprises a first connection line that connects one leg of the first subloop to one leg of the second subloop and a second connection line that connects the other leg of the first subloop to the other leg of the second subloop, in a manner that the second connection line crosses over the first connection line.
- the cross-over provides a division of the first and second subloops within the loop:
- each subloop 14; 16 comprises a frame with a main line portion 141; 161 extending in the second direction Y perpendicular to the first direction X, and two legs 142, 143; 162, 163 parallel to each other that each are extending in the first direction X from a respective end of the main line portion 141 ; 161 in each subloop 14; 16 towards the centrally arranged twisted connection 18 between the subloops.
- a first connecting line 181 connects one leg 143 of the first subloop 14 at a first side SI thereof to one leg 162 of the second subloop 16 at a second side S2 opposite to the first side SI.
- a second connecting line 182,184,183 connects the other leg 142 of the first subloop 14 at the second side S2 thereof to the other leg 163 of the second subloop 16 at the first side SI.
- the second connecting line 182,184,183 comprises a bridging portion 184 or bridging element raised above the substrate surface relatively to the first connection line such that the bridging portion 184 crosses the first connecting linel 81 to create the twisted connection 18, preferably halfway the first connecting line.
- the bridging portion 184 of superconducting material is electrically isolated from the first connecting line 181 by an intermediate insulating layer 186 to avoid a short circuit in the twisted connection.
- the first and second subloops 14, 16 have a substantially identical shape with a same area size. Similarly to a double loop planar gradiometric design, during operation, the contribution of a global magnetic field to a current through each of the two subloops exactly cancels, rendering the loop insensitive to global magnetic noise.
- a global magnetic field applied perpendicular to the loop plane (here: the substrate surface) results on a substantially equal magnetic flux threaded through each of the two subloops 14,16. If the area of the two subloops 14,16 is equal, the two magnetic fluxes will be equal. Each of the two magnetic fluxes will generate a supercurrent through the loop with equal magnitude but opposite direction. As a result, the net current on the loop generated by any global magnetic field on the loop will be zero, rendering the loop insensitive to global magnetic field variations.
- the subloops 14,16 of the gradiometric device may have a length within a range of about 10 - 1000 pm and a width between about 50 and 1000 nm.
- the line portions 141,161, connecting lines 181, 182,183,184 and legs 142,143,162,163 of the subloops 14,16 may have a line width of about 2 - 200 pm and a line thickness of about 5 - 500 nm.
- the one or more inductive elements may comprise a stack of Al/AhCh/A ⁇ but other superconductor/insulator/superconductor, SIS, or superconductor/semiconductor/superconduc- tor, SNS, stacks can be used as will be appreciated by the skilled in the art.
- the thickness or length of the insulating or semiconducting material of the inductive element is typically 1 - 200 nm.
- Figure 2 shows a perspective schematic view of a gradiometric device 102 according to a further embodiment of the invention.
- the gradiometric device 102 comprises the same elements as described with reference to Figures 1 A and IB. in addition, the gradiometric device 102 comprises a conductor line disposed 20 on the substrate 12.
- the conductor line comprises a conductor line portion 201 that extends adjacent, optionally parallel, to a neighboring one of the legs of one subloop (as shown here the leg 162 of the second subloop 16), and a pair of connecting wires 202,203 each respectively attached at an end 204,205 of the conductor line portion 201.
- the conductor line portion 201 is separated from the neighboring leg 162 of the second subloop by a gap 206.
- the conductor line portion 201 during operation functions as a flux generating line that by a current If generates a magnetic flux that interacts with the second subloop 16. As such, a supercurrent flowing through the loop can be adjusted.
- the gap 206 may have a width within a range of about 0.5 pm to about 10 pm.
- Figure 3 shows a perspective schematic view of a gradiometric device 104 according to a further embodiment.
- the gradiometric device 104 comprises the same elements as described with reference to Figures 1 A and IB and optionally also the elements as described with reference to Figure 2.
- nodal line portions 191,192 are provided that can be used to couple the gradiometric device 104 to a neighboring device (not shown).
- the neighboring device may be of same or similar design or layout.
- the gradiometric device 104 comprises a first nodal line portion 191 connected to the loop between the first 15 and the at least one second inductive element 17 in a first path from the first subloop 14 to the second subloop 16, and a second nodal line portion 192 connected to the loop between the first 15 and the at least one second inductive element 17 in a second path from the second subloop 16 to the first subloop 14.
- one of the first and second nodal line portions 191; 192 is connected to the first connecting line 181 of the twisted connection 18 and the other of the nodal line portions 191; 192 is connected to the second connecting line 182,184,183 of the twisted connection 18.
- Figure 4A shows a perspective schematic view of a gradiometric device 110 according to an embodiment of the invention.
- the gradiometric device 104 comprises the same elements as described with reference to Figures 1 A and IB and optionally also the elements as described with reference to Figures 2 and 3.
- first and second subloops 14,16 of the gradiometric device are arranged diagonally relative to each other.
- a twisted connection 28 between the first and second subloops 14,16 is provided at the location of the adjacent comers of the subloops 14,16.
- a first connecting line 181 connects one leg 143 of the first subloop 14 to one leg 162 of the second subloop 16 at the adjacent corners.
- a second connecting line 182,185,183 connects the other leg 142 of the first subloop 14 to the other leg 163 of the second subloop 16.
- the second connecting line 182,185,183 comprises the bridging portion 185 or bridging element that crosses the first connecting line 181 to create the twisted connection 28.
- the bridging portion 185 is electrically isolated from the first connecting line 181 by an intermediate insulating layer.
- Each subloop 14; 16 comprises at least one inductive element 15; 17 in the respective main line portion 141; 161.
- the inductive element may be a Josephson element.
- Figure 4B shows a schematic layout of the gradiometric device as shown in Figure 4A.
- Figure 5A shows a schematic layout view of an array 200 of gradiometric devices according to an embodiment of the invention.
- the concept of the twisted loop layout of the gradiometric device 100; 102; 104; 110 as described above allows to scale up to superconducting circuits where a plurality of loops are interconnected in parallel in an array.
- an array 200 is shown constructed from a plurality of gradiometric devices 100 with in each gradiometric device 100 the first and second subloops 14,16 of the gradiometric device are arranged lengthwise relative to each other.
- an array 202 is shown constructed from a plurality of gradiometric devices 110 with in each gradiometric device 110 the first and second subloops 14,16 of the gradiometric device are arranged diagonally relative to each other.
- the gradiometric devices are arranged with a first gradiometric device 100-1; 110-1 adjacent to a second gradiometric device 100-2;110-2.
- a subloop 14 holding a first inductive element 15 is connected to a subloop 16 of the second gradiometric device, in a manner that the first inductive element 15 is common to the subloop 14 of the first gradiometric device and the subloop 16 of the second gradiometric device.
- the array 200;202 has an interface where a subloop of the first device comprising a first inductive element is connected to a subloop of the second device comprising a second inductive element, in a manner that in the array the first inductive element of the first device and the second inductive element of the second device coincide, i.e., the first gradiometric device and the second gradiometric device share an inductive element at said interface.
- the array 200; 202 can contain at least two gradiometric devices connected as described.
- Each gradiometric device 100-1 ; 100-2; 110-1 ; 110-2 in the array 200 can be provided with a conductor line 20 parallel to one of the subloops of the gradiometric device, as described with reference to Figure 2 above.
- Figures 6A - 6E show schematic layouts of gradiometric devices according to an embodiment of the invention.
- the twisted loop design can be implemented in accordance with the invention in a variety of superconducting circuits which each comprise one or more loops, each implemented with two subloops that are interconnected by means of a twisted connection.
- Figure 6A shows a schematic of a flux-tuneable transmon circuit comprising two identical SIS Josephson inductive elements 15,17 in parallel (a DC SQUID).
- Figure 6B shows a schematic of two coupled Andreev spin qubits that contain two non-linear Josephson elements 15 and an SIS or SNS Josephson element 21 in parallel, defining two loops.
- FIG. 6C shows a schematic of so-called ATS (asymmetrically threaded SQUID), a component for the realization of bosonic cat qubits, comprising two SIS Josephson inductive elements 15,17 and a linear inductor 22 in parallel, forming two loops.
- ATS asymmetrically threaded SQUID
- Figure 6D shows a schematic of a so-called SNAIL (Superconducting Nonlinear Asymmetric Inductive element), a basic component of some parametric amplifiers and couplers, comprising a subloop 14 with one SIS Josephson junction 15 and a subloop 16 comprising an array of three larger SIS Josephson junctions 17 connected in parallel by a twisted connection 18.
- Figure 6E shows a schematic of a flux-tuneable fluxonium comprising two subloops 14;16 each comprising a SIS Josephson junction 15;17 and a linear inductor 24 in which the subloops 14,16 are connected by a twisted connection 18 in accordance with an embodiment. Additionally, the linear inductor 24 is connected to one of the subloops 14 by a second twisted connection 23. As such two loops are defined.
- a gradiometric device comprising a patterned thin film structure on an insulating substrate, the thin film structure forming a loop on the substrate, the loop comprising a first subloop and a second subloop, the first subloop connected to the second subloop by a twisted connection, a first element being arranged within the first subloop.
- each of the subloops is configured to surround an area of substantially same size on the substrate.
- the loop has a layout formed by interconnected line elements.
- the twisted connection comprises a base line element located on the substrate running from the first subloop to the second subloop and a bridging line element at a level above the substrate crossing the base line element from the second subloop to the first subloop, the bridging line element being separated from the base line element by an intermediate insulating layer.
- each inductive element is a Josephson element.
- gradiometric device adjacent to a leg of the first subloop a conductor line is arranged; the conductor line separated from the leg by a gap.
- the gradi- ometric device comprises a first nodal line portion connected to the loop between the first and the at least one second inductive element in a first path from the first subloop to the second subloop, and a second nodal line portion connected to the loop between the first and the at least one second inductive element in a second path from the second subloop to the first subloop.
- a gradiometric array comprising at least a first and second gradiometric device, each according to any one of the preceding clauses, wherein the first gradiometric device is adjacent to the second gradiometric device, the second subloop of the first device connected to the first subloop of the second device such that in the array the second element of the first device and the first element of the second device coincide.
- the array according to clause 17 being scalable by arranging a plurality of gradiometric devices adjacent to each other such that in the array the second element of one gradiometric device from the plurality and the first element of a next gradiometric device from the plurality adjacent to the one gradiometric device coincide.
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| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| NL2034903 | 2023-05-24 | ||
| NL2034903A NL2034903B1 (en) | 2023-05-24 | 2023-05-24 | A gradiometric device and an array of such gradiometric devices |
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| WO2024242555A1 true WO2024242555A1 (en) | 2024-11-28 |
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Citations (1)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| US20050045872A1 (en) * | 2003-08-27 | 2005-03-03 | International Business Machines Corporation | Gradiometer-based flux qubit for quantum computing and method therefor |
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Patent Citations (1)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| US20050045872A1 (en) * | 2003-08-27 | 2005-03-03 | International Business Machines Corporation | Gradiometer-based flux qubit for quantum computing and method therefor |
Non-Patent Citations (3)
| Title |
|---|
| BECHSTEIN S ET AL: "Design and Fabrication of Coupled NanoSQUIDs and NEMS", IEEE TRANSACTIONS ON APPLIED SUPERCONDUCTIVITY, IEEE, USA, vol. 25, no. 3, 18 October 2014 (2014-10-18), pages 1 - 4, XP011575664, ISSN: 1051-8223, [retrieved on 20150312], DOI: 10.1109/TASC.2014.2371696 * |
| GRAJCAR M ET AL: "Four-Qubit Device with Mixed Couplings", PHYSICAL REVIEW LETTERS, vol. 96, no. 4, 2 February 2006 (2006-02-02), US, XP093112881, ISSN: 0031-9007, DOI: 10.1103/PhysRevLett.96.047006 * |
| HUBER M ET AL: "Gradiometric micro-SQUID susceptometer for scanning measurements of mesoscopic samples", REVIEW OF SCIENTIFIC INSTRUMENTS, AMERICAN INSTITUTE OF PHYSICS, 2 HUNTINGTON QUADRANGLE, MELVILLE, NY 11747, vol. 79, no. 5, 28 May 2008 (2008-05-28), pages 53704 - 53704, XP012115393, ISSN: 0034-6748, DOI: 10.1063/1.2932341 * |
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