lecture notes, page 2
... Readings for today: Section 1.10 (1.9 in 3rd ed) – Electron Spin, Section 1.11 (1.10 in 3rd ed) – The Electronic Structure of Hydrogen. Read for Lecture #8: Section 1.12 (1.11 in 3rd ed) – Orbital Energies (of many-electron atoms), Section 1.13 (1.12 in 3rd ed) – The Building-Up Principle. ...
... Readings for today: Section 1.10 (1.9 in 3rd ed) – Electron Spin, Section 1.11 (1.10 in 3rd ed) – The Electronic Structure of Hydrogen. Read for Lecture #8: Section 1.12 (1.11 in 3rd ed) – Orbital Energies (of many-electron atoms), Section 1.13 (1.12 in 3rd ed) – The Building-Up Principle. ...
Bohr`s atomic model: the evolution of a theory
... Others didn’t think there were such elements at all, they held matter to be infinitely divisible and continuous. Some of the old Greek had beliefs closer to present theories. It was in their writings that the word atom first appeared. They considered the atom the smallest element of which our physic ...
... Others didn’t think there were such elements at all, they held matter to be infinitely divisible and continuous. Some of the old Greek had beliefs closer to present theories. It was in their writings that the word atom first appeared. They considered the atom the smallest element of which our physic ...
Characterizing Atom Sources with Quantum Coherence
... for short arrival times between pairs of photons (coherence time).1 In contrast, a coherent source—e.g., a laser—has a correlation function value of unity for all times; and per Glauber’s quantum theory, this is expected to be true to all orders of the correlation function.2 Previous experiments by ...
... for short arrival times between pairs of photons (coherence time).1 In contrast, a coherent source—e.g., a laser—has a correlation function value of unity for all times; and per Glauber’s quantum theory, this is expected to be true to all orders of the correlation function.2 Previous experiments by ...
quantum-gravity-presentation
... Quantum Gravity: Why so Difficult? • Don’t Buy the Tickets Quite Yet (III) • What Does it Mean to Have an Infinite Series with Terms of Increasing Dimension? • If You “Cutoff” the Series, You Can Apparently Fiddle with the Resulting Equations to Get Something With a Physical Meaning • But You Canno ...
... Quantum Gravity: Why so Difficult? • Don’t Buy the Tickets Quite Yet (III) • What Does it Mean to Have an Infinite Series with Terms of Increasing Dimension? • If You “Cutoff” the Series, You Can Apparently Fiddle with the Resulting Equations to Get Something With a Physical Meaning • But You Canno ...
Quantum spin systems from the perspective of quantum information
... – Correlation length is a lower bound to the Entanglement length: longrange correlations imply long-range entanglement – Ent. Length is typically equal to Corr. Length for spin ½ systems – LE can detect new phase transitions when the entanglement length is diverging but correlation length remains fi ...
... – Correlation length is a lower bound to the Entanglement length: longrange correlations imply long-range entanglement – Ent. Length is typically equal to Corr. Length for spin ½ systems – LE can detect new phase transitions when the entanglement length is diverging but correlation length remains fi ...
slides
... form of pressure known as degeneracy pressure • Squeezing matter restricts locations of its particles, increasing their uncertainty in momentum • But two particles cannot be in same quantum state (including momentum) at same time • There must be an effect that limits how much matter can be compresse ...
... form of pressure known as degeneracy pressure • Squeezing matter restricts locations of its particles, increasing their uncertainty in momentum • But two particles cannot be in same quantum state (including momentum) at same time • There must be an effect that limits how much matter can be compresse ...
Lecture 20: Bell inequalities and nonlocality
... results are completely determined by her reduced state TrB |ψi hψ| and are independent of any operation that Bob could perform on his half of the state. The situation is similar for Bob. However, if both Alice and Bob perform measurements, then there can be interesting correlations between their mea ...
... results are completely determined by her reduced state TrB |ψi hψ| and are independent of any operation that Bob could perform on his half of the state. The situation is similar for Bob. However, if both Alice and Bob perform measurements, then there can be interesting correlations between their mea ...
File
... Excitation is an elevation in energy level above an arbitrary baseline energy state. In physics there is a specific technical definition for energy level which is often associated with an atom being excited to an excited state. In quantum mechanics an excited state of a system (such as an atom, mole ...
... Excitation is an elevation in energy level above an arbitrary baseline energy state. In physics there is a specific technical definition for energy level which is often associated with an atom being excited to an excited state. In quantum mechanics an excited state of a system (such as an atom, mole ...