Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: George_Siscoe_061808_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 19 2002 |
Start Time | | 2002/04/19 00:03 |
End Time | | 2002/04/20 00:01 |
Key Words | | Heliophysics summer school: BATSRUS driven by ENLIL |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | George_Siscoe_061808_1 |
Minimum Dst Value | | -126 |
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 Wind 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. |