Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071521_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 09, 2017 |
Start Time | | 2017/09/09 00:00 |
End Time | | 2017/09/10 00:00 |
Key Words | | CPCPN_CPCPS |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 2.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.78 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 108.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dibyendu_Sur_071521_3 |
Minimum Dst Value | | -98 |
SW Source | | DSCOVR-L2 |
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.
![](data: 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)
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