Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_061208_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 2 2008 |
Start Time | | 2008/02/02 00:00 |
End Time | | 2008/02/02 05:00 |
Key Words | | Step Bz |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_061208_1 |
Minimum Dst Value | | -49 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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