Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Anthony_Rogers_012324_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2020/08/02 22:00 |
End Time | | 2020/08/03 04:00 |
Key Words | | Substorm, MMS, THEMIS |
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 | | 19.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Anthony_Rogers_012324_1 |
Minimum Dst Value | | -19 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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