Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_092309_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 17 2007 |
Start Time | | 2007/12/17 01:00 |
End Time | | 2007/12/17 19:00 |
Key Words | | Y velocity effects |
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 | | -29.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 76.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Martin_Connors_092309_1 |
Minimum Dst Value | | -33 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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