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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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