Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit286-07-20020506_050700_20020506_095200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/06 |
Start Time | | 2002/05/06 05:07 |
End Time | | 2002/05/06 09:50 |
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 | | -9.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit286-07-20020506_050700_20020506_095200-constBx0 |
Minimum Dst Value | | 19 |
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-11 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. |