Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_100622_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 21, 2005 |
Start Time | | 2005/01/21 17:22 |
End Time | | 2005/01/21 18:50 |
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 | | -9.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 109.90000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_100622_2 |
Minimum Dst Value | | 23 |
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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