Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sheng_Li_111523_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 00:00 |
End Time | | 2023/01/01 04:00 |
Key Words | | magnetopause |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Sheng_Li_111523_1 |
Minimum Dst Value | | -26 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
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. |