Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dr_np_092622_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 07, 2005 |
Start Time | | 2005/01/07 22:38 |
End Time | | 2005/01/08 01:26 |
Key Words | | diss |
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 | | -22.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 80.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dr_np_092622_4 |
Minimum Dst Value | | -84 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |