Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yi-De_Jing_052121_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 01, 2008 |
Start Time | | 2008/05/01 00:00 |
End Time | | 2008/05/05 00:00 |
Key Words | | plasma density |
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 | | 13.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yi-De_Jing_052121_1 |
Minimum Dst Value | | -23 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 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. |