Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Drn_phy_091622_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 11, 2001 |
Start Time | | 2001/04/11 22:04 |
End Time | | 2001/04/12 00:12 |
Key Words | | ene |
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 | | 12.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 160.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Drn_phy_091622_2 |
Minimum Dst Value | | -271 |
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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