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-9 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. |