Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Don_Fairfield_102004_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 20 2001 |
Start Time | | 2001/11/20 10:00 |
End Time | | 2001/11/20 22:00 |
Key Words | | K-G instability |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Don_Fairfield_102004_2 |
Minimum Dst Value | | -35 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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. |