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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |