Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shenwei_Zhou_101723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 28, 2013 |
Start Time | | 2013/04/28 00:00 |
End Time | | 2013/04/28 00:20 |
Key Words | | Stellar |
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 | | 12.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shenwei_Zhou_101723_1 |
Minimum Dst Value | | -14 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E 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. |