Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-07-20020606_025900_20020606_074300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 02:59 |
End Time | | 2002/06/06 07:41 |
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 | | -12.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-07-20020606_025900_20020606_074300-constBx0 |
Minimum Dst Value | | -8 |
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 GOES-9 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. |