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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |