Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_030823_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 26, 2000 |
Start Time | | 2000/11/26 06:00 |
End Time | | 2000/11/30 06:00 |
Key Words | | 2000 |
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 | | -31.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 197.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_030823_1 |
Minimum Dst Value | | -119 |
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 GOES-11 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. |