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.
Satellite data B plot for Wind for time period of this run.
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)
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