Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Rachelle_Winterberger_032322_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 16:00 |
End Time | | 2011/08/07 00:00 |
Key Words | | Gombosi Space 477 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 27.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.07 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Rachelle_Winterberger_032322_2 |
Minimum Dst Value | | -107 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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