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-4 for time period of this run.
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)
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