Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: michelle_mendoza_102021_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/03 00:00 |
Key Words | | dream |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | michelle_mendoza_102021_2 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
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. |