Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ankush_Bhaskar_070422_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 08:00 |
Key Words | | Magnetosphere |
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_070422_1 |
Minimum Dst Value | | 0 |
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 GOES-11 for time period of this run.
![](data: 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)
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