Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Benoit_Lavraud_041609_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 3 2004 |
Start Time | | 2004/04/03 20:00 |
End Time | | 2004/04/04 08:00 |
Key Words | | Low Mach number shock and sheath |
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 | | 15.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 107.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Benoit_Lavraud_041609_1 |
Minimum Dst Value | | -117 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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