Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Marc_Kornbleuth_111213_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 21, 2000 |
Start Time | | 2000/03/21 09:24 |
End Time | | 2000/03/21 12:04 |
Key Words | | X-ray charge exchange |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.76 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 229.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Marc_Kornbleuth_111213_1 |
Minimum Dst Value | | 12 |
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 Geotail 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. |