Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kevin_Pham_020812_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 | | 2000/01/03 00:00 |
Key Words | | |
Model | | SWMF |
Model Version | | v8.01 |
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 | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Kevin_Pham_020812_2 |
Minimum Dst Value | | -50 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar 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. |