Physical Science
... of the slab near the positive plate and a positive charge on the surface of the slab near the negative plate. Since electric field line start on positive charges and terminate on negative charge, it is clear that fewer electric field lines exist between the plates and there is a reduced field, E , i ...
... of the slab near the positive plate and a positive charge on the surface of the slab near the negative plate. Since electric field line start on positive charges and terminate on negative charge, it is clear that fewer electric field lines exist between the plates and there is a reduced field, E , i ...
From Solar System to Solitons and Vortices: PATTERN FORMATION
... A general solution: Sinchronization by passage through resonances. (2) We have discussed emergence and control of traveling and multiphase nonlinear waves (KDV, DNLS) by passage through resonances. (3) Mathematical methods for autoresonant waves: (1) Whitham’s averaged variational principle for trav ...
... A general solution: Sinchronization by passage through resonances. (2) We have discussed emergence and control of traveling and multiphase nonlinear waves (KDV, DNLS) by passage through resonances. (3) Mathematical methods for autoresonant waves: (1) Whitham’s averaged variational principle for trav ...
IN-BEAM SPECTROSCOPY OF EXTREMELY NEUTRON
... This thesis is based on studies of the extremely neutron deficient atomic nuclei 169 Ir, Xe, 172 Hg and 163 Ta (papers I-IV in the List of Publications). It is the result of a joint research training programme between the Royal Institute of Technology and the University of Jyväskylä, Finland. The exp ...
... This thesis is based on studies of the extremely neutron deficient atomic nuclei 169 Ir, Xe, 172 Hg and 163 Ta (papers I-IV in the List of Publications). It is the result of a joint research training programme between the Royal Institute of Technology and the University of Jyväskylä, Finland. The exp ...
Vectors
... v = v1 , v2 are actually 3-dimensional vectors of the form v = v1 , v2 , 0, so that the same arithmetic applies to both 2-dimensional vectors and 3-dimensional vectors. The basic vectors are defined either by i = 1, 0, 0 , j = 0, 1, 0 , and k = 0, 0, 1 We say that the basic vectors i, j, ...
... v = v1 , v2 are actually 3-dimensional vectors of the form v = v1 , v2 , 0, so that the same arithmetic applies to both 2-dimensional vectors and 3-dimensional vectors. The basic vectors are defined either by i = 1, 0, 0 , j = 0, 1, 0 , and k = 0, 0, 1 We say that the basic vectors i, j, ...
Elastic electron-proton scattering
... Discussion of the results of measurements of F2(x,Q2): To separate the sets of data at different values of x an offset function C(x) has been added to the data. This has no physical significance. The important physics result lies in the Q2 dependence of the data: at x values above about 0.05 the st ...
... Discussion of the results of measurements of F2(x,Q2): To separate the sets of data at different values of x an offset function C(x) has been added to the data. This has no physical significance. The important physics result lies in the Q2 dependence of the data: at x values above about 0.05 the st ...
Reader part 3 - Aerostudents
... In Section 5 of this course, we discussed momentum, and it was shown that the integral of force with respect to time is the momentum of a particle, and that if momentum changes, a force must have acted upon the particle. If the force acting on a particle causes it to move, then it is possible to int ...
... In Section 5 of this course, we discussed momentum, and it was shown that the integral of force with respect to time is the momentum of a particle, and that if momentum changes, a force must have acted upon the particle. If the force acting on a particle causes it to move, then it is possible to int ...
The Fundamental Equations of Gas Dynamics
... The point to remember from this analysis is that pressure in a fluid is the result of a flux of momentum resulting from the microscopic motions of the particles. Particles of mass m crossing a surface within the fluid with random atomic velocity u i (relative to the bulk velocity) contribute an amo ...
... The point to remember from this analysis is that pressure in a fluid is the result of a flux of momentum resulting from the microscopic motions of the particles. Particles of mass m crossing a surface within the fluid with random atomic velocity u i (relative to the bulk velocity) contribute an amo ...
Quasi-perpendicular magnetosonic waves in a multi-ion
... The presence of multiple ion species introduces interesting properties to plasma waves; such as minority heating,1 heavy ion acceleration,2 and wave propagation.3–10 Since most of the fusion and space plasmas contain several 共or many兲 ion species, it is important to study these properties. In a two- ...
... The presence of multiple ion species introduces interesting properties to plasma waves; such as minority heating,1 heavy ion acceleration,2 and wave propagation.3–10 Since most of the fusion and space plasmas contain several 共or many兲 ion species, it is important to study these properties. In a two- ...
3 Gamma-Ray Detectors
... with large sensitive volumes and therefore with large detection efficiencies at high gamma-ray energies. In addition, the radial eiectric field geometry makes the coaxial (especially the open-ended coaxial) solid-state detectors best for fast timing applications. The planar detector consists of a cr ...
... with large sensitive volumes and therefore with large detection efficiencies at high gamma-ray energies. In addition, the radial eiectric field geometry makes the coaxial (especially the open-ended coaxial) solid-state detectors best for fast timing applications. The planar detector consists of a cr ...
the full course notes are available here in book form for downloading
... • For a long-time (‘secular’) simulation, small errors such in the conserved energy can build up, leading to non-conserved energies and hence, unreliable results. • A challenge in the numerical simulation of many-body problems is the derivation of integrators that manifestly conserve energy and othe ...
... • For a long-time (‘secular’) simulation, small errors such in the conserved energy can build up, leading to non-conserved energies and hence, unreliable results. • A challenge in the numerical simulation of many-body problems is the derivation of integrators that manifestly conserve energy and othe ...