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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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