Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-09-20020611_063400_20020611_111800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/11 |
Start Time | | 2002/06/11 06:34 |
End Time | | 2002/06/11 11:16 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-09-20020611_063400_20020611_111800-constBx0 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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. |