Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: DR_np_092622_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 15, 2003 |
Start Time | | 2003/10/15 07:22 |
End Time | | 2003/10/15 08:58 |
Key Words | | jou |
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 | | -18.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 95.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | DR_np_092622_1 |
Minimum Dst Value | | -63 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |