Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_030823_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 13, 2015 |
Start Time | | 2015/03/13 18:00 |
End Time | | 2015/03/17 18:00 |
Key Words | | 2015 |
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 | | 7.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.79 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 117.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_030823_5 |
Minimum Dst Value | | -162 |
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-C 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. |