
the origins of the quantum theory
... orbits’ energies right, Bohr had to introduce some rather ad hoc rules. These he eventually justified by quantization of angular momentum, which now came in units of Planck’s constant h. (He also used an interesting asymptotic argument that will resurface later.) Published in 1913, the resulting pic ...
... orbits’ energies right, Bohr had to introduce some rather ad hoc rules. These he eventually justified by quantization of angular momentum, which now came in units of Planck’s constant h. (He also used an interesting asymptotic argument that will resurface later.) Published in 1913, the resulting pic ...
Bose-Einstein condensation
... form that was derived by Bogoliubov in 1947, and recently these have been studied extensively. When the parameter NaJaH0 is very large the equations take the simple form of the hydrodynamic equations for superfluids. For an isotropic harmonic-trapping potential the frequency, co, of the quantum exci ...
... form that was derived by Bogoliubov in 1947, and recently these have been studied extensively. When the parameter NaJaH0 is very large the equations take the simple form of the hydrodynamic equations for superfluids. For an isotropic harmonic-trapping potential the frequency, co, of the quantum exci ...
Chapter 14 PowerPoint
... was weird – no red hot, yellow hot, white hot; primarily ultra high frequency radiation, uv and beyond! ...
... was weird – no red hot, yellow hot, white hot; primarily ultra high frequency radiation, uv and beyond! ...
1 - mvhs-fuhsd.org
... e. Physical property: a quality or condition of a substance that can be observed or measured without changing the substances composition. EX: has a green color f. Chemical property: the ability of a substance to undergo a change that produces matter with a different composition than the original mat ...
... e. Physical property: a quality or condition of a substance that can be observed or measured without changing the substances composition. EX: has a green color f. Chemical property: the ability of a substance to undergo a change that produces matter with a different composition than the original mat ...
The Hyperfine Structure of Potassium-40
... for the higher atomic numbers is the nucleus surrounded by closed shell electron orbitals. The Coulomb interaction of this electron with the core, together with the interaction between the angular momenta of the electron’s orbit and its spin, gives rise to the discretisation of energy levels for the ...
... for the higher atomic numbers is the nucleus surrounded by closed shell electron orbitals. The Coulomb interaction of this electron with the core, together with the interaction between the angular momenta of the electron’s orbit and its spin, gives rise to the discretisation of energy levels for the ...
Lecture 2 - MyCourses
... electron density distribution in Fig. 1c with the values of ELF (colour bar see bottom). (e)–(g) 2D-valence electron density distribution with ELF colouring of a section through ethane, ethene, and ethine, respectively. (h)– (j) 3D-isosurface of ELF with ELF = 0.80 for the valence electron density o ...
... electron density distribution in Fig. 1c with the values of ELF (colour bar see bottom). (e)–(g) 2D-valence electron density distribution with ELF colouring of a section through ethane, ethene, and ethine, respectively. (h)– (j) 3D-isosurface of ELF with ELF = 0.80 for the valence electron density o ...
introductory concepts - New Age International
... The width of a band depends on the corresponding energy level in the isolated atom and the spacing between the atoms in the solid crystal. The lower energy levels are slightly affected by the interactions between the neighbouring atoms and thus become very narrow bands. On the other hand, the higher ...
... The width of a band depends on the corresponding energy level in the isolated atom and the spacing between the atoms in the solid crystal. The lower energy levels are slightly affected by the interactions between the neighbouring atoms and thus become very narrow bands. On the other hand, the higher ...
ME 3214 – Dynamics of Particles and Rigid Bodies Credits and
... c. Required, Elective or Selected Elective: Elective Specific Goals: a. Course Outcomes: After completing ME 3214 students should be able to: 1. Utilize Cartesian, polar or cylindrical coordinates to describe velocity, acceleration, and relative motion. 2. Apply Newton’s second law and equations of ...
... c. Required, Elective or Selected Elective: Elective Specific Goals: a. Course Outcomes: After completing ME 3214 students should be able to: 1. Utilize Cartesian, polar or cylindrical coordinates to describe velocity, acceleration, and relative motion. 2. Apply Newton’s second law and equations of ...
Theoretical questions
... 7. Define force momentum relative to a point. Explain its properties in the appropriate figure. 8. Introduce the Newton laws of dynamics. 9. Introduce and explain the kinetic equation of the mass point. 10. Explain the terms of inertial and no inertial coordinate systems. 11. Define the force impuls ...
... 7. Define force momentum relative to a point. Explain its properties in the appropriate figure. 8. Introduce the Newton laws of dynamics. 9. Introduce and explain the kinetic equation of the mass point. 10. Explain the terms of inertial and no inertial coordinate systems. 11. Define the force impuls ...
chapter 1. basic radiation physics
... Postulate 1: Electrons revolve about the Rutherford nucleus in well-defined, allowed orbits (shells). The Coulomb force of attraction FCoul = Ze 2 / (4πε o r2 ) between the negative electrons and the positively charged nucleus is balanced by the centrifugal force Fcent = me v 2 / r , where Z is the ...
... Postulate 1: Electrons revolve about the Rutherford nucleus in well-defined, allowed orbits (shells). The Coulomb force of attraction FCoul = Ze 2 / (4πε o r2 ) between the negative electrons and the positively charged nucleus is balanced by the centrifugal force Fcent = me v 2 / r , where Z is the ...
The Born-Haber Cycle
... Consider the strongly exothermic reaction between sodium metal and chlorine gas… ...
... Consider the strongly exothermic reaction between sodium metal and chlorine gas… ...
rotational motion
... the object increase. For example, consider the sphere rolling without slipping after being released from rest at the top of the inclined. Note that the accelerated rolling motion is possible only if a friction force is present between the the sphere and the incline to produce a net torque about ...
... the object increase. For example, consider the sphere rolling without slipping after being released from rest at the top of the inclined. Note that the accelerated rolling motion is possible only if a friction force is present between the the sphere and the incline to produce a net torque about ...
Chapter 8 Section 1 Describing Chemical Reactions
... • A combustion reaction is a reaction of a carbon-based compound with oxygen. Combustion of propane: C3H8 + 5O2 3CO2 + 4H2O Combustion of ethanol: CH3CH2OH + 3O2 2CO2 + 3H2O Synthesis Reactions • In a synthesis reaction a single compound forms from two or more reactants. • Two elements form a bi ...
... • A combustion reaction is a reaction of a carbon-based compound with oxygen. Combustion of propane: C3H8 + 5O2 3CO2 + 4H2O Combustion of ethanol: CH3CH2OH + 3O2 2CO2 + 3H2O Synthesis Reactions • In a synthesis reaction a single compound forms from two or more reactants. • Two elements form a bi ...
28 Quantum Physics
... • The more precise a measurement of posiGon è the more uncertain the measurement of momentum will be. • The more precise a measurement of momentum è the more uncertain the measurement of the po ...
... • The more precise a measurement of posiGon è the more uncertain the measurement of momentum will be. • The more precise a measurement of momentum è the more uncertain the measurement of the po ...
Covalent Bonding
... Electronegativity is an atom’s affinity for electrons. Differences in electronegativity dictate how electrons are distributed in covalent bonds. - nonpolar covalent bonds = equal sharing of electrons - polar covalent bonds = unequal sharing of electrons ...
... Electronegativity is an atom’s affinity for electrons. Differences in electronegativity dictate how electrons are distributed in covalent bonds. - nonpolar covalent bonds = equal sharing of electrons - polar covalent bonds = unequal sharing of electrons ...
Phys101 Lectures 13, 14 Momentum and Collisions
... momentum: When the net external force on a system of objects is zero, the total momentum of the system remains constant. Note 1: If one of the components of the net external force is zero, the corresponding component of the total momentum of the system is conserved (even though the total momentum ve ...
... momentum: When the net external force on a system of objects is zero, the total momentum of the system remains constant. Note 1: If one of the components of the net external force is zero, the corresponding component of the total momentum of the system is conserved (even though the total momentum ve ...
Molecular Geometry
... 1. Add up the total # of valence electrons for all the atoms. Account for charge: If the species has a negative (–) charge: add one valence electron for each negative charge; for a positively charged (+) species, subtract one electron for each positive charge. 2. Draw the molecular skeleton and conn ...
... 1. Add up the total # of valence electrons for all the atoms. Account for charge: If the species has a negative (–) charge: add one valence electron for each negative charge; for a positively charged (+) species, subtract one electron for each positive charge. 2. Draw the molecular skeleton and conn ...
Molecules
... diatomic molecule obey the selection rule Δ l = ± 1 and fall into two sequences: those for which Δ l = + 1 and those for which Δ l = - 1. The transition energies are given by Equation 11.14. (b) Expected lines in the optical absorption spectrum of a molecule. The lines on the right side of center co ...
... diatomic molecule obey the selection rule Δ l = ± 1 and fall into two sequences: those for which Δ l = + 1 and those for which Δ l = - 1. The transition energies are given by Equation 11.14. (b) Expected lines in the optical absorption spectrum of a molecule. The lines on the right side of center co ...
Atomic theory
In chemistry and physics, atomic theory is a scientific theory of the nature of matter, which states that matter is composed of discrete units called atoms. It began as a philosophical concept in ancient Greece and entered the scientific mainstream in the early 19th century when discoveries in the field of chemistry showed that matter did indeed behave as if it were made up of atoms.The word atom comes from the Ancient Greek adjective atomos, meaning ""uncuttable"". 19th century chemists began using the term in connection with the growing number of irreducible chemical elements. While seemingly apropos, around the turn of the 20th century, through various experiments with electromagnetism and radioactivity, physicists discovered that the so-called ""uncuttable atom"" was actually a conglomerate of various subatomic particles (chiefly, electrons, protons and neutrons) which can exist separately from each other. In fact, in certain extreme environments, such as neutron stars, extreme temperature and pressure prevents atoms from existing at all. Since atoms were found to be divisible, physicists later invented the term ""elementary particles"" to describe the ""uncuttable"", though not indestructible, parts of an atom. The field of science which studies subatomic particles is particle physics, and it is in this field that physicists hope to discover the true fundamental nature of matter.