Topological Quantum Computing - Quantum Optics Group at ETH
... with the multi-particle state Ψ = ψ(x1 )...ψ(xn ), where I assume that all particles are in the ground state ψ. However, if the particles’ ground state space is g-fold degenerate with a basis {ψ1 , .., ψg }, R can mediate between different states of this space and becomes a g × g matrix ...
... with the multi-particle state Ψ = ψ(x1 )...ψ(xn ), where I assume that all particles are in the ground state ψ. However, if the particles’ ground state space is g-fold degenerate with a basis {ψ1 , .., ψg }, R can mediate between different states of this space and becomes a g × g matrix ...
Why Quantum Computing? - Quantum Physics and Quantum
... Max out on the number of transistors per chip Reach the minimum size for transistors Reach the limit of speed for devices ...
... Max out on the number of transistors per chip Reach the minimum size for transistors Reach the limit of speed for devices ...
Electron Configuration (You will have to read this more than once to
... exist, but chemists don’t care because you’ll almost always find an electron in a s, p, d or f orbital. sorbitals look like spheres, p-orbitals look like bowties, most of the d-orbitals look like 4 leaf clovers. Don’t worry about what the f-orbitals look like. They’re crazy. Chemists started out hap ...
... exist, but chemists don’t care because you’ll almost always find an electron in a s, p, d or f orbital. sorbitals look like spheres, p-orbitals look like bowties, most of the d-orbitals look like 4 leaf clovers. Don’t worry about what the f-orbitals look like. They’re crazy. Chemists started out hap ...
Chapter 28
... spectral lines in a strong magnetic field, indicating that the energy of an electron is slightly modified when the atom is immersed in a magnetic field • A new quantum number, m ℓ, called the orbital magnetic quantum number, had to be introduced • m ℓ can vary from - ℓ to + ℓ in integer steps ...
... spectral lines in a strong magnetic field, indicating that the energy of an electron is slightly modified when the atom is immersed in a magnetic field • A new quantum number, m ℓ, called the orbital magnetic quantum number, had to be introduced • m ℓ can vary from - ℓ to + ℓ in integer steps ...
powerpoint
... and, depending on the relative orientations of the two moments, orbital energy can be slightly altered. We use the so-called Na D line as a paradigm. We use the first-order perturbation theory to describe the shifts in orbital energies. The spin-orbit interaction is a relativistic effect and its der ...
... and, depending on the relative orientations of the two moments, orbital energy can be slightly altered. We use the so-called Na D line as a paradigm. We use the first-order perturbation theory to describe the shifts in orbital energies. The spin-orbit interaction is a relativistic effect and its der ...
chapter-11 quantum entanglement
... replaces the proton. This object has—like the hydrogen atom—many states. Like the hydrogen, the ground state is split into a “hyperfine structure” by the interaction of the magnetic moments. The electron and positron have each spin ½ , and they can be either parallel or antiparallel to any given axi ...
... replaces the proton. This object has—like the hydrogen atom—many states. Like the hydrogen, the ground state is split into a “hyperfine structure” by the interaction of the magnetic moments. The electron and positron have each spin ½ , and they can be either parallel or antiparallel to any given axi ...
THE C∗-ALGEBRAIC FORMALISM OF QUANTUM MECHANICS
... to be equivalent to the more mathematically convenient Hamiltonian formalism. However, as is usually done with quantum mechanics, we immediately begin by introducing the typical axioms (i.e., where states are elements of a Hilbert space and observables are self-adjoint operators on that space), whic ...
... to be equivalent to the more mathematically convenient Hamiltonian formalism. However, as is usually done with quantum mechanics, we immediately begin by introducing the typical axioms (i.e., where states are elements of a Hilbert space and observables are self-adjoint operators on that space), whic ...
Microscopic black holes - Lund University Publications
... curvature, and experiments have shown that the general relativity is very accurate at long distances. But, due to the weak nature of the gravitational force there is yet no evidence that this theory holds up at small distances. I.e. if a perturbation is applied to the general relativity which does n ...
... curvature, and experiments have shown that the general relativity is very accurate at long distances. But, due to the weak nature of the gravitational force there is yet no evidence that this theory holds up at small distances. I.e. if a perturbation is applied to the general relativity which does n ...
when the electron falls apart - IFSC-USP
... whole band is responsible. It is the Pauli exclusion principle (together with basic principles of symmetry) that forces a filled shell or band to be electronically inert and to have zero net velocity, so that the shell or band with one missing particle responds in many ways like the negative of a re ...
... whole band is responsible. It is the Pauli exclusion principle (together with basic principles of symmetry) that forces a filled shell or band to be electronically inert and to have zero net velocity, so that the shell or band with one missing particle responds in many ways like the negative of a re ...
CH 14 – Copy
... distance s from its unstreched position is Fs = ks , where k is the spring stiffness. If the spring is elongated or compressed from a position s1 to a further position s2 , the work done on the spring by Fs is positive, since in each case, the force and displacement are in the same direction. U1-2 = ...
... distance s from its unstreched position is Fs = ks , where k is the spring stiffness. If the spring is elongated or compressed from a position s1 to a further position s2 , the work done on the spring by Fs is positive, since in each case, the force and displacement are in the same direction. U1-2 = ...
CONDUCTANCE FLUCTUATIONS IN MICROSTRUCTURES OF
... quantum wires made of GaAs—AlGaAs heterostructures by Timp at al. [8], and interpreted in terms of magnetic field induced decrease in the width of the distribution of electron trajectories across the sample. Such an effect is possible only when the strong magnetic field quantization takes place. Thi ...
... quantum wires made of GaAs—AlGaAs heterostructures by Timp at al. [8], and interpreted in terms of magnetic field induced decrease in the width of the distribution of electron trajectories across the sample. Such an effect is possible only when the strong magnetic field quantization takes place. Thi ...
Learning Outcomes - Unit 1
... I am confident that I understand this and I can apply this to problems I have some understanding but I need to revise this some more I don’t know this or I need help because I don’t understand it ...
... I am confident that I understand this and I can apply this to problems I have some understanding but I need to revise this some more I don’t know this or I need help because I don’t understand it ...