Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Archer_052311_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 30 2008 |
Start Time | | 2008/09/30 13:30 |
End Time | | 2008/09/30 23:59 |
Key Words | | Solar Wind Discontinuities |
Model | | GUMICS |
Model Version | | 4-HC-1.11 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 66.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Archer_052311_1 |
Minimum Dst Value | | -1 |
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-2 for time period of this run.
Choose variable to plot:
![](data: 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