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 THEMIS-B for time period of this run.
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)
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