Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_2 | |
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 16:00 |
End Time | | 2023/01/03 18:00 |
Key Words | | 2 |
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 | | -13.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.16 |
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_2 |
Minimum Dst Value | | -15 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |