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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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