Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: hy_kk_010820_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 25, 2016 |
Start Time | | 2016/10/25 00:00 |
End Time | | 2016/10/26 02:00 |
Key Words | | yu |
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 | | -15.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.92 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | hy_kk_010820_1 |
Minimum Dst Value | | -61 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 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. |