PRINCIPLES OF INVARIANCE IN TRANSPORT THEORY
Principles of invariance in transport theory
TRANSPORT THEORY↗
SEARCH · Engineering Papers
Results for “invariance”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.
RADIATIVE TRANSFER IN HOMOGENEOUS PLANE-PARALLEL ATMOSPHERESA STUDY OF EXISTENCE AND UNIQUENESS OF SOLUTIONS TO PROBLEMS CONCERNING INVARIANCE PRINCIPLES FOR ANISOTROPIC SCATTERING
Radiative transfer in plane-parallel atmospheres - invariance principles for anisotropic scattering
SCATTERING↗
THE ADIABATIC INTEGRAL INVARIANT IN THE GEOMAGNETIC FIELD
Adiabatic integral invariant in the geomagnetic field
GEOMAGNETIC FIELD↗
On the adiabatic invariant motions of a charged particle in a stationary nonhomogeneous magnetic field <ob adiabaticheskikh invariantakh dvizheniya zaryazhennoy chastitsy v statsionarnom neodnorodnom magnitnom pole<
Adiabatic invariant motions of charged particle in stationary nonhomogeneous magnetic field
MAGNETIC FIELD↗
Rotational invariance of maxwell's equations
Rotational invariance of maxwell vector equations
MAXWELL EQUATION↗
The invariant method of solving the problem of electromagnetic wave propagation in a uniform gyrotropic medium <k voprosu o rasprostranenii elektromagnitnykh voln v odnorodnoy girotropnov srede<
Invariant method solution to problem of electromagnetic wave propagation in uniform gyrotropic media
ELECTROMAGNETIC WAVE↗
Conservation of the first and second adiabatic invariants
Calculation of changes in energy and equatorial pitch angles of geomagnetically trapped particles assuming conservation of first and second adiabatic invariants
ENERGY DISTRIBUTION↗
Conservation of the first and second adiabatic invariants.
Changes in energy and equatorial pitch angles of geomagnetically trapped particles assuming conservation of first and second adiabatic invariants
PITCH CONTROL↗
Calculation of the deep penetration of radiation by the method of invariant imbedding
Radiation shield penetration calculation from invariant imbedding method
NEUTRON CROSS SECTION↗
Adiabatic invariant trapped radiation shells and cosmic ray cutoffs in models of the magnetosphere distorted by the solar wind plasma
Adiabatic invariant trapped radiation shells and cosmic ray cutoff magnetosphere models distorted by solar wind
TRAPPED RADIATION↗
Violation of the Second and Third Adiabatic Invariants by Hydromagnetic Waves
Investigation of hydromagnetic waves which violate adiabatic invariants of geomagnetically trapped charged particle motion
CHARGED PARTICLE↗
New tests for the invariance of the vacuum state under the Lorentz group.
New tests for invariance of vacuum state under Lorentz group
LORENTZ TRANSFORMATION↗
Application of invariance principles to a radiative transfer problem in a homogeneous spherical medium.
Steady state radiative transport through homogeneous spherical medium, applying invariance principles of Ambartsumian and Chandrasekhar
RADIATIVE HEAT TRANSFER↗
On the violation of the second and third adiabatic invariants.
Violation of second and third adiabatic invariants, examining mirror point change of trapped particles under displacement of guiding centers along force-lines and particle diffusion
TRAPPED PARTICLE↗
Adiabatic invariants and the ''third'' integral.
Adiabatic invariants and third integrals of motion in periodic potentials in periodically time- dependent Hamiltonian systems of n degrees of freedom
INTEGRAL↗
First correction to the second adiabatic invariant of charged-particle motion.
Second term obtained in asymptotic series for second adiabatic invariant of charged particle motion in static magnetic field and found to vanish at mirror points
SERIES EXPANSION↗
Invariant hyperplanes for linear dynamical systems
Invariant hyperplanes for linear dynamical systems
HYPERPLANE↗
An algorithm for reducing a linear, time- invariant differential system to state form.
Algorithm for reducing linear time-invariant differential systems to state form applied to systems described by transfer functions
MATRIX ANALYSIS↗