Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-08-20020508_190100_20020508_234600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/08 |
Start Time | | 2002/05/08 19:01 |
End Time | | 2002/05/08 23:44 |
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 | | -22.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-08-20020508_190100_20020508_234600-constBx0 |
Minimum Dst Value | | -25 |
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 Polar 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. |