Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_101623_12 | |
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 18:00 |
End Time | | 2023/01/04 00:00 |
Key Words | | t12 |
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 | | -13.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.19 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_101623_12 |
Minimum Dst Value | | -16 |
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. |