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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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