Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: DRN_Phys_091622_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 31, 2001 |
Start Time | | 2001/03/31 16:18 |
End Time | | 2001/03/31 17:26 |
Key Words | | ener |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 15.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 245.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | DRN_Phys_091622_1 |
Minimum Dst Value | | -214 |
SW Source | | OMNI |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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