Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: MEAEB_29-05-2010 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2010/05/29 12:00:00 |
End Time | | 2010/05/29 21:37:00 |
Key Words | | 2010/05/29 to 2010/05/29 event |
Model | | SWMF |
Model Version | | v20190221 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -24.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.70000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | MEAEB_29-05-2010 |
Minimum Dst Value | | -85 |
SW Source | | unknown |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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)
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