Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083123_1b | |
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_1b |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |