Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_052817_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 10, 2016 |
Start Time | | 2016/12/10 07:00 |
End Time | | 2016/12/10 10:00 |
Key Words | | Magnetosheath |
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 | | -31.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_052817_1 |
Minimum Dst Value | | -20 |
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. |