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 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. |