Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2015-06-TP-02_051723_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 | | 2015/06/21 00:00 |
End Time | | 2015/06/29 00:00 |
Key Words | | Storm, density changes in the thermosphere |
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 | | 20.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2015-06-TP-02_051723_1 |
Minimum Dst Value | | -198 |
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.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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