Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-05-20020211_133400_20020211_181900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/11 |
Start Time | | 2002/02/11 13:34 |
End Time | | 2002/02/11 18:17 |
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 | | 4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-05-20020211_133400_20020211_181900-constBx0 |
Minimum Dst Value | | -26 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |