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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |