Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2010/10/11 09:00 |
End Time | | 2010/10/11 20:00 |
Key Words | | 20101011_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 | | -12.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083123_1 |
Minimum Dst Value | | -75 |
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-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. |