Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: drn_p_092622_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 09, 2004 |
Start Time | | 2004/11/09 11:10 |
End Time | | 2004/11/09 12:38 |
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 | | -16.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 138.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | drn_p_092622_3 |
Minimum Dst Value | | -70 |
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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