Slides
... Putting it all together Take the Hadamard code C Reduce its degree as a bi-partite graph: C C’. Apply the hypergraph-product to C’: derive a quantum CSS code from a classical code. Argue: the local constraints of the code are an NLTS local Hamiltonian. ...
... Putting it all together Take the Hadamard code C Reduce its degree as a bi-partite graph: C C’. Apply the hypergraph-product to C’: derive a quantum CSS code from a classical code. Argue: the local constraints of the code are an NLTS local Hamiltonian. ...
Chapter 5
... the principal quantum number (n). B. the angular momentum quantum number (l). C. the magnetic quantum number (ml). D. the spin quantum number (ms). E. none of these choices is correct 21. Atomic orbitals developed using quantum mechanics A. describe regions of space in which one is most likely to fi ...
... the principal quantum number (n). B. the angular momentum quantum number (l). C. the magnetic quantum number (ml). D. the spin quantum number (ms). E. none of these choices is correct 21. Atomic orbitals developed using quantum mechanics A. describe regions of space in which one is most likely to fi ...
January 2009
... inward. These pinching forces are balanced by non-magnetic pressure gradient forces (for example, elastic forces for a solid metal, or compressed-gas pressures for a plasma). Find an expression for the pressure, p = p(r), inside the conductor for the uniform current distribution of part b), and sket ...
... inward. These pinching forces are balanced by non-magnetic pressure gradient forces (for example, elastic forces for a solid metal, or compressed-gas pressures for a plasma). Find an expression for the pressure, p = p(r), inside the conductor for the uniform current distribution of part b), and sket ...
PHYS/ECE 3740: Introduction to Relativity and Quantum Mechanics Instructor:! Office:!
... Introduction to Special Relativity: Space-time diagrams, Lorentz transformations, the invariant Interval, 4-vectors and 4-momentum; Quantization of light: Planck black-body radiation, the photoelectric effect and x-rays, Bragg diffraction; Basic Quantum Ideas: Wave-particle duality, uncertainty rela ...
... Introduction to Special Relativity: Space-time diagrams, Lorentz transformations, the invariant Interval, 4-vectors and 4-momentum; Quantization of light: Planck black-body radiation, the photoelectric effect and x-rays, Bragg diffraction; Basic Quantum Ideas: Wave-particle duality, uncertainty rela ...
Document
... • Compton showed Dp = hkinitial - hkfinal, so an photon (wave) is particle-like • DeBroglie hypothesized a particle could be wave-like, l = h/p • Davisson and Germer demonstrated wave-like interference phenomena for electrons to complete the duality model L1 January 18 ...
... • Compton showed Dp = hkinitial - hkfinal, so an photon (wave) is particle-like • DeBroglie hypothesized a particle could be wave-like, l = h/p • Davisson and Germer demonstrated wave-like interference phenomena for electrons to complete the duality model L1 January 18 ...
preskill-Annenberg30oct2009
... Barak Dayan (Kimble): Strong coupling of atoms to toroidal optical resonators Matt LaHaye (Roukes): Quantum limited measurements with nanoelectromechanics Sung Ha Park (Winfree): Algorithmic self-assembly with low error rate Mason Porter (Cross): Bose-Einstein condensates and nonlinear dynamics Eddy ...
... Barak Dayan (Kimble): Strong coupling of atoms to toroidal optical resonators Matt LaHaye (Roukes): Quantum limited measurements with nanoelectromechanics Sung Ha Park (Winfree): Algorithmic self-assembly with low error rate Mason Porter (Cross): Bose-Einstein condensates and nonlinear dynamics Eddy ...
III. Quantum Model of the Atom
... A. Electrons as Waves • Louis de Broglie (1924) – Applied wave-particle theory to e– e- exhibit wave properties QUANTIZED WAVELENGTHS ...
... A. Electrons as Waves • Louis de Broglie (1924) – Applied wave-particle theory to e– e- exhibit wave properties QUANTIZED WAVELENGTHS ...
slides
... immense pressures at the depth of Saturn’s core. 4. Implausible. Any large impactor approaching Saturn would be broken up by tidal forces. 5. Implausible. Saturn’s high rotation would prevent an impactor from reaching its core. ...
... immense pressures at the depth of Saturn’s core. 4. Implausible. Any large impactor approaching Saturn would be broken up by tidal forces. 5. Implausible. Saturn’s high rotation would prevent an impactor from reaching its core. ...
Highligh in Physics 2005
... One of the most intriguing problems in modern physics is to explain the emergence of the classical appearance of the macroscopic world from the quantum mechanical laws that rule the behavior of matter at the microscopic level. The fundamental features of quantum mechanics, such as linearity and enta ...
... One of the most intriguing problems in modern physics is to explain the emergence of the classical appearance of the macroscopic world from the quantum mechanical laws that rule the behavior of matter at the microscopic level. The fundamental features of quantum mechanics, such as linearity and enta ...
