Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ankush_Bhaskar_061723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 05, 2009 |
Start Time | | 2009/04/05 00:00 |
End Time | | 2009/04/05 06:00 |
Key Words | | mp |
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 | | 3.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.28 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ankush_Bhaskar_061723_1 |
Minimum Dst Value | | 3 |
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 Geotail for time period of this run.
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)
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