Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_012223_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2023 |
Start Time | | 2023/01/01 08:00 |
End Time | | 2023/01/01 10:00 |
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 | | -29.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_012223_1 |
Minimum Dst Value | | -17 |
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 THEMIS-D for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |