Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 03, 2023 |
Start Time | | 2023/01/03 14:00 |
End Time | | 2023/01/03 16:00 |
Key Words | | 1 |
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 | | -15.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011723_1 |
Minimum Dst Value | | -10 |
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 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. |