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The two simplest ring resonator configurations is a ring resonator shown in (a), giving a spectrum shown in (b), which looks like a notch filter response when the ring has finite loss. The power coupling coefficient |κ|2 is 20% for critically coupled, 10% for coupled, and 40% for over coupled cases. The absorption coefficient is 3551 m−1.
Published: March 2023
FIG. 7.1 The two simplest ring resonator configurations is a ring resonator shown in (a), giving a spectrum shown in (b), which looks like a notch filter response when the ring has finite loss. The power coupling coefficient |κ|2 is 20% for critically coupled, 10% for coupled More about this image found in The two simplest ring resonator configurations is a ring resonator shown in...
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Formation energy diagram of O interstitials and O vacancies, shown for (a) Ga-rich and (b) O-rich conditions.
Published: February 2023
FIG. 5.2 Formation energy diagram of O interstitials and O vacancies, shown for (a) Ga-rich and (b) O-rich conditions. Adapted with permission from Ingebrigtsen et al., APL Mater. 7 (2), 022510 (2019). Copyright 2019 AIP Publishing LLC. More about this image found in Formation energy diagram of O interstitials and O vacancies, shown for (a) ...
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The context for the explosion question. The diagram illustrates how the array of porthole observers can be used to measure the distance between the locations at which the explosions occur. During the interviews, students were not shown this diagram—instead, the interviews were used to explore the extent to which students could spontaneously generate such procedures and/or the amount of prompting necessary to help them do so.
Published: March 2023
FIG. 7.2 The context for the explosion question. The diagram illustrates how the array of porthole observers can be used to measure the distance between the locations at which the explosions occur. During the interviews, students were not shown this diagram—instead, the interviews were used More about this image found in The context for the explosion question. The diagram illustrates how the arr...
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Paper-based piezoresistive force sensor. (a) Schematic diagram of a paper-based force sensor using a carbon resistor (shown in black) as the sensing component, contact pads shown in silver ink (shown in blue) with perforation of fold lines made by a laser cutter; (b) folded sensor; and (c) force–deflection curve of unfolded and folded cantilever.
Published: March 2023
FIG. 3.9 Paper-based piezoresistive force sensor. (a) Schematic diagram of a paper-based force sensor using a carbon resistor (shown in black) as the sensing component, contact pads shown in silver ink (shown in blue) with perforation of fold lines made by a laser cutter; (b) folded sensor More about this image found in Paper-based piezoresistive force sensor. (a) Schematic diagram of a paper-b...
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The hydrogen chloride molecule is shown rotating around the x axis (θ) and vibrating by the stretching and compression of the H–Cl bond (re)—two independent one-dimensional phenomena that can be modeled by the 1DPB wave functions for re and the 1DPR wave functions for θ.
Published: December 2022
FIG. 10.3 The hydrogen chloride molecule is shown rotating around the x axis (θ) and vibrating by the stretching and compression of the H–Cl bond (re)—two independent one-dimensional phenomena that can be modeled by the 1DPB wave functions More about this image found in The hydrogen chloride molecule is shown rotating around the x...
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The bands for ↑ and ↓-spins are shown. The Fermi energy (ɛF) is marked by a horizontal line, while the dashed horizontal line denotes a reference, which is at separated by an energy Δ from the bottom of the ↑ and ↓-spin bands. The shaded area denotes filled energy levels.
Published: December 2022
FIG. 1.13 The bands for ↑ and ↓-spins are shown. The Fermi energy (ɛF) is marked by a horizontal line, while the dashed horizontal line denotes a reference, which is at separated by an energy Δ from the bottom of the ↑ and ↓-spin bands. The shaded area denotes filled energy More about this image found in The bands for ↑ and ↓-spins are shown. The Fermi energy (ɛF...
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Density of states (DOS) along x-axis is shown as a function of energy (E) shown along y-axis. (a) The lower (light yellow) and the upper (light blue) Hubbard bands are shown. The band gap scales with the Hubbard interaction, U. (b) The lower and upper Hubbard bands merge in the limit U → 0.
Published: December 2022
FIG. 1.15 Density of states (DOS) along x-axis is shown as a function of energy (E) shown along y-axis. (a) The lower (light yellow) and the upper (light blue) Hubbard bands are shown. The band gap scales with the Hubbard interaction, U. (b) The lower and upper More about this image found in Density of states (DOS) along x-axis is shown as a functio...
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Geometry of a zigzag graphene nanoribbon is shown. The white and the red circles represent A and B sublattices respectively. (m, n) denote the unit cell index in x and y) directions.
Published: December 2022
FIG. 2.16 Geometry of a zigzag graphene nanoribbon is shown. The white and the red circles represent A and B sublattices respectively. (m, n) denote the unit cell index in x and y) directions. More about this image found in Geometry of a zigzag graphene nanoribbon is shown. The white and the red ci...
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The Hofstadter butterfly is shown for graphene. The fractal structure as a function of the external flux (scaled by the flux quantum), that is, Φ/Φ0 can be seen.
Published: December 2022
FIG. 2.17 The Hofstadter butterfly is shown for graphene. The fractal structure as a function of the external flux (scaled by the flux quantum), that is, Φ/Φ0 can be seen. More about this image found in The Hofstadter butterfly is shown for graphene. The fractal structure as a ...
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The spatial dependence of the wavefunction is shown. It falls off exponentially on either side of x = 0, the left of which denotes a topological phase, while the right represents a trivial phase.
Published: December 2022
FIG. 3.20 The spatial dependence of the wavefunction is shown. It falls off exponentially on either side of x = 0, the left of which denotes a topological phase, while the right represents a trivial phase. More about this image found in The spatial dependence of the wavefunction is shown. It falls off exponenti...
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The anomalous Hall conductivity is shown as a function of the Fermi energy. There is a distinct plateau in the vicinity of the zero-Fermi energy.
Published: December 2022
FIG. 3.30 The anomalous Hall conductivity is shown as a function of the Fermi energy. There is a distinct plateau in the vicinity of the zero-Fermi energy. More about this image found in The anomalous Hall conductivity is shown as a function of the Fermi energy....
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The superconducting elements are shown in the periodic table. The ones shown in blue demonstrate superconductivity at ambient pressure, while those in green become superconducting at high pressure.
Published: December 2022
FIG. 4.3 The superconducting elements are shown in the periodic table. The ones shown in blue demonstrate superconductivity at ambient pressure, while those in green become superconducting at high pressure. More about this image found in The superconducting elements are shown in the periodic table. The ones show...
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A simply connected superconductor is shown with a “hole” within. C denotes a contour of integration in Eq. (4.13).
Published: December 2022
FIG. 4.7 A simply connected superconductor is shown with a “hole” within. C denotes a contour of integration in Eq. ( 4.13 ). More about this image found in A simply connected superconductor is shown with a “hole” w...
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Magnetic phase diagrams for type-I superconductors are shown. There is a direct transition from the superconductor to the normal phase in type-I superconductors.
Published: December 2022
FIG. 4.9 Magnetic phase diagrams for type-I superconductors are shown. There is a direct transition from the superconductor to the normal phase in type-I superconductors. More about this image found in Magnetic phase diagrams for type-I superconductors are shown. There is a di...
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Magnetic phase diagrams for type-II superconductors are shown. In type-II materials, there is an intermediate phase that interrupts a direct transition, where the flux lines penetrate.
Published: December 2022
FIG. 4.10 Magnetic phase diagrams for type-II superconductors are shown. In type-II materials, there is an intermediate phase that interrupts a direct transition, where the flux lines penetrate. More about this image found in Magnetic phase diagrams for type-II superconductors are shown. In type-II m...