Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Marc_Kornbleuth_120513_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 13, 2000 |
Start Time | | 2000/10/13 08:45 |
End Time | | 2000/10/13 19:45 |
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 | | -14.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 167.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Marc_Kornbleuth_120513_4 |
Minimum Dst Value | | -52 |
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. |