Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2011/02/08 20:07 |
End Time | | 2011/02/09 02:00 |
Key Words | | 20110208_substorm |
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 | | -8.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_090523_3 |
Minimum Dst Value | | -14 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |