Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_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 22:00 |
End Time | | 2023/01/04 00:00 |
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 | | -20.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.31 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shanxue_jiang_011723_1 |
Minimum Dst Value | | 0 |
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-A 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. |