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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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