Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_102622_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 01:00 |
Key Words | | solar wind |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_102622_2 |
Minimum Dst Value | | -50 |
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 IMP-8 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. |