Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: DE_RN_091422_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 11, 2001 |
Start Time | | 2001/04/11 19:54 |
End Time | | 2001/04/11 21:18 |
Key Words | | Heat |
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 | | 17.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 160.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | DE_RN_091422_4 |
Minimum Dst Value | | -147 |
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 GOES-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |