Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-08-20020518_071400_20020518_115900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/18 |
Start Time | | 2002/05/18 07:14 |
End Time | | 2002/05/18 11:57 |
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 | | -16.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-08-20020518_071400_20020518_115900-constBx0 |
Minimum Dst Value | | -2 |
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. |