Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_103023_3 | |
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 | | 2015/09/09 00:00 |
End Time | | 2015/09/09 21:00 |
Key Words | | 20150909_storm |
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 | | 2.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_103023_3 |
Minimum Dst Value | | -105 |
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-C for time period of this run.
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)
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