Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kris_Kersten_072810_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 13 1998 |
Start Time | | 1998/11/13 12:00 |
End Time | | 1998/11/13 23:59 |
Key Words | | Nov 1998 |
Model | | BATSRUS |
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 | | -14.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 133.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kris_Kersten_072810_1 |
Minimum Dst Value | | -131 |
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 GOES-10 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. |