Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083023_1b | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2011/10/11 09:00 |
End Time | | 2011/10/11 20:00 |
Key Words | | test storm |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083023_1b |
Minimum Dst Value | | -5 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 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. |