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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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: 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)
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