Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_zheng_113015_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 31, 2013 |
Start Time | | 2013/05/31 00:00 |
End Time | | 2013/06/05 00:00 |
Key Words | | RB dropout event - Childrens day |
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 | | 19.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 104.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yihua_zheng_113015_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-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-3 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. |