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 Cluster-2 for time period of this run.
![](data: 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)
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