Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_032116_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 11:30 |
End Time | | 2015/10/16 13:30 |
Key Words | | MMS Event |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Masha_Kuznetsova_032116_1 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |