Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_100622_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 12, 2005 |
Start Time | | 2005/09/12 06:42 |
End Time | | 2005/09/12 07:38 |
Key Words | | diss |
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 | | -5.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_100622_4 |
Minimum Dst Value | | -62 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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