Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_100622_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 19, 2005 |
Start Time | | 2005/01/19 10:46 |
End Time | | 2005/01/19 13:02 |
Key Words | | dis |
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 | | -20.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 128.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_100622_1 |
Minimum Dst Value | | -80 |
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 Geotail for time period of this run.
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)
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