R. Meyer‐Spasche - Concepedia

Author

R. Meyer‐Spasche

Also Known As

Meyer-Spasche, R., Meyer-Spasche, Rita, R. Meyee-Spasche, R. Meyer-Spasche, R. Meyer‐Spasche, Rita Meyer-Spasche, Rita Meyer‐Spasche

Publications

369

Citations

H-Index

Concepts

All Affiliations

Max Planck Institute for Plasma Physics Max Planck Society California Institute of Technology University of Latvia

About

R. Meyer‐Spasche is an author at Max Planck Institute for Plasma Physics specializing in engineering, physics, and fluid mechanics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	183
2	Physics	5	5	126
3	Fluid Mechanics	4	4	135
4	Applied Physics	1	1	17
5	Electrical Engineering	1	1	17

R. Meyer‐Spasche

Publications

210

Citations

H-Index

Page 1

	Year	Citations
Computations of the axisymmetric flow between rotating cylinders R. Meyer‐Spasche, Herbert B. Keller Journal of Computational Physics Unsteady FlowEngineeringFluid MechanicsAerodynamicsAxisymmetric Flow	1980	57
Some bifurcation diagrams for Taylor vortex flows R. Meyer‐Spasche, Herbert B. Keller The Physics of Fluids Unsteady FlowVortex DynamicsEngineeringPhysicsVortex Flows	1985	37
A low-dimensional model system for quasi-periodic plasma perturbations Dana Constantinescu, O. Dumbrajs, V. Igochine, Physics of Plasmas EngineeringLarger Scale PlasmaPhysicsQuasi-periodic Plasma PerturbationsPlasma Simulation	2011	31
On the Decay of Symmetric Toroidal Dynamo Fields D. Lortz, R. Meyer‐Spasche Zeitschrift für Naturforschung A Toroidal Magnetic FieldsCompressible FlowEngineeringPhysicsPlane Symmetry	1982	23
On the decay of symmetric dynamo fields D. Lortz, R. Meyer‐Spasche, Willi Törnig Mathematical Methods in the Applied Sciences MagnetismCompressible FlowEngineeringPhysicsPlane Symmetry	1982	18
Difference schemes of optimum degree of implicitness for a family of simple ODEs with blow-up solutions R. Meyer‐Spasche Journal of Computational and Applied Mathematics Numerical AnalysisNumerical Method For Partial Differential EquationOptimum DegreeSemi-implicit MethodHyperbolic Conservation Law	1998	17
Analysis of electron trajectories in a gyrotron resonator O. Dumbrajs, R. Meyer‐Spasche, Andrejs Reinfelds IEEE Transactions on Plasma Science Electrical EngineeringEngineeringPhysicsApplied PhysicsMagnetic Resonance	1998	17
Asymptotic behavior of the solutions of certain parabolic equations D. Lortz, R. Meyer‐Spasche, Edward W. Stredulinsky Communications on Pure and Applied Mathematics Parabolic EquationsFree Boundary ProblemHyperbolic Conservation LawDecay Rate DParabolic Equation	1984	10

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