Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Melissa_Longmore_033005_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 25 2004 |
Start Time | | 2004/01/25 21:16 |
End Time | | 2004/01/26 5:28 |
Key Words | | Magnetosheath |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -15.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Melissa_Longmore_033005_2 |
Minimum Dst Value | | -61 |
SW Source | | DSCOVR-realtime |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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