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-E for time period of this run.
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)
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