Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_121516_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 09, 2009 |
Start Time | | 2009/07/09 00:00 |
End Time | | 2009/07/10 00:00 |
Key Words | | Magnetosphere |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_121516_3 |
Minimum Dst Value | | -10 |
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 Cluster-4 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. |