Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Corinne_Florie_040216_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 15, 2001 |
Start Time | | 2001/07/15 12:00 |
End Time | | 2001/07/15 16:00 |
Key Words | | Magnetosphere |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 25.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.55 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 146.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Corinne_Florie_040216_2 |
Minimum Dst Value | | 4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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